Online Education / en Esther Adewusi /directory/esther-adewusi <span class="field field--name-title field--type-string field--label-hidden">Esther Adewusi</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span>Directory</span></span> <span class="field field--name-created field--type-created field--label-hidden"><time datetime="2023-08-04T05:15:01-05:00" title="Friday, August 4, 2023 - 05:15" class="datetime">Fri, 08/04/2023 - 05:15</time> </span> <div class="field field--name-field-area-of-expertise field--type-entity-reference field--label-inline clearfix"> <div class="field__label">Area of Expertise</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/2600003395" hreflang="und">Environmental Health</a></div> <div class="field__item"><a href="/taxonomy/term/2600003394" hreflang="und">Environment</a></div> <div class="field__item"><a href="/taxonomy/term/2600003407" hreflang="und">Health/Health Care</a></div> <div class="field__item"><a href="/taxonomy/term/2600003431" hreflang="und">Online Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003447" hreflang="und">Risk Assessment</a></div> <div class="field__item"><a href="/taxonomy/term/2600003450" hreflang="und">Science</a></div> <div class="field__item"><a href="/taxonomy/term/2600003456" hreflang="und">Sustainability</a></div> <div class="field__item"><a href="/taxonomy/term/2600003458" hreflang="und">Teaching</a></div> <div class="field__item"><a href="/taxonomy/term/2600003459" hreflang="und">Technology</a></div> <div class="field__item"><a href="/taxonomy/term/2600003404" hreflang="und">Global Perspectives</a></div> <div class="field__item"><a href="/taxonomy/term/2600003392" hreflang="und">Energy</a></div> <div class="field__item"><a href="/taxonomy/term/2600003389" hreflang="und">Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003391" hreflang="und">Emergency Preparedness</a></div> <div class="field__item"><a href="/taxonomy/term/2600003386" hreflang="und">Drug and Alcohol Abuse</a></div> <div class="field__item"><a href="/taxonomy/term/2600003385" hreflang="und">Diversity</a></div> <div class="field__item"><a href="/taxonomy/term/2600003376" hreflang="und">Climate Change</a></div> </div> </div> <div class="field field--name-field-office-location field--type-string field--label-inline clearfix"> <div class="field__label">Office Location</div> <div class="field__item">BRK 475C</div> </div> <div class="field field--name-field-department field--type-entity-reference field--label-hidden field__items"> <div class="field__item">School of Integrated Sciences, Sustainability, and Public Health</div> </div> <div class="field field--name-field-phone-number field--type-telephone field--label-inline clearfix"> <div class="field__label">Phone Number</div> <div class="field__item"><a href="tel:217-206-8716">217-206-8716</a></div> </div> <div class="field field--name-field-email field--type-email field--label-inline clearfix"> <div class="field__label">Email</div> <div class="field__item"><a href="mailto:eadew2@uis.edu">eadew2@uis.edu</a></div> </div> <div class="field field--name-field-title field--type-string field--label-hidden field__item">Graduate Online On-Ground Coordinator</div> <div class="field field--name-field-headshot field--type-image field--label-hidden field__item"> <img loading="lazy" src="/sites/default/files/styles/webp_250_x_250_scale_and_crop_/public/directory_photos/Esther%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20_Adewusi_eadew2.jpg.webp?itok=2WbKsPcR" width="250" height="250" alt="Esther Adewusi" class="image-style-webp-250-x-250-scale-and-crop-"> </div> Fri, 04 Aug 2023 10:15:01 +0000 Directory 33433322 at Lan Dong /directory/lan-dong <span class="field field--name-title field--type-string field--label-hidden">Lan Dong</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span>Directory</span></span> <span class="field field--name-created field--type-created field--label-hidden"><time datetime="2022-08-19T05:15:01-05:00" title="Friday, August 19, 2022 - 05:15" class="datetime">Fri, 08/19/2022 - 05:15</time> </span> <div class="field field--name-field-area-of-expertise field--type-entity-reference field--label-inline clearfix"> <div class="field__label">Area of Expertise</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/2600003385" hreflang="und">Diversity</a></div> <div class="field__item"><a href="/taxonomy/term/2600003402" hreflang="und">Gender Issues</a></div> <div class="field__item"><a href="/taxonomy/term/2600003422" hreflang="und">Literature</a></div> <div class="field__item"><a href="/taxonomy/term/2600003431" hreflang="und">Online Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003443" hreflang="und">Race</a></div> <div class="field__item"><a href="/taxonomy/term/2600003945" hreflang="en">Women's Issues</a></div> </div> </div> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><span style="color: black;">Lan Dong is</span><span style="color: rgb(0, 0, 0);"> </span><span style="color: black;">the Louise Hartman Schewe and Karl Schewe Professor in Liberal Arts and Sciences. </span><span style="color: rgb(0, 0, 0);">She </span><span style="color: black;">served as </span><span style="color: rgb(0, 0, 0);">Chair&nbsp;</span><span style="color: black;">of the </span><span style="color: rgb(0, 0, 0);">Department&nbsp;</span><span style="color: black;">English and Modern Languages (2017-2019), Interim Dean of the College of Liberal Arts and Sciences (2021-2022), and Interim Dean of the College of Liberal Arts and Social Sciences (2022-2023). She was the&nbsp;</span><span style="color: rgb(0, 0, 0);">College of Liberal Arts and Sciences Faculty Fellow in 2015 and worked on faculty development initiatives, faculty and staff handbooks, student petitions, and international student advising. She was a Center for Online Ñî¹óåú´«Ã½, Research, and Service Faculty Fellow from 2020 to 2022 and conducted research on accessibility, inclusive pedagogy, and open educational resources.</span></p><p><span style="color: rgb(0, 0, 0);">Awards</span></p><ul><li><span style="color: rgb(0, 0, 0);">Spencer Award for</span><span style="color: rgba(0, 0, 0, 0.9);"> excellence in public and academic community service (2025)</span></li><li><span style="color: rgb(0, 0, 0);">Diversity and Inclusion Award (2024)</span></li><li><span style="color: rgb(0, 0, 0);">Undergraduate Research Faculty Mentor Award (2019)</span></li><li><span style="color: rgb(0, 0, 0);">Faculty Excellence Award for career-long achievements in teaching and scholarship (2018)</span></li><li><span style="color: rgb(0, 0, 0);">Pearson Faculty Award for teaching excellence (2012)</span></li><li><span style="color: rgb(0, 0, 0);">University Scholar (2012)</span></li><li><span style="color: rgb(0, 0, 0);">Faculty Excellence Award for Scholarship, College of Liberal Arts and Sciences (2011)</span></li></ul></div> <div class="field field--name-field-office-location field--type-string field--label-inline clearfix"> <div class="field__label">Office Location</div> <div class="field__item">UHB 3050</div> </div> <div class="field field--name-field-department field--type-entity-reference field--label-hidden field__items"> <div class="field__item">English and Modern Languages</div> </div> <div class="field field--name-field-phone-number field--type-telephone field--label-inline clearfix"> <div class="field__label">Phone Number</div> <div class="field__item"><a href="tel:217-206-8334">217-206-8334</a></div> </div> <div class="clearfix text-formatted field field--name-field-publications field--type-text-long field--label-above"> <div class="field__label">Publications</div> <div class="field__item"><p>Books</p><ol><li><a href="https://www.bloomsbury.com/us/25-events-that-shaped-asian-american-history-9781440860881/" rel="noopener noreferrer" target="_blank" style="background-color: rgb(255, 255, 255); color: black;"><em>25 Events That Shaped Asian American History</em></a><a href="https://www.bloomsbury.com/us/25-events-that-shaped-asian-american-history-9781440860881/" rel="noopener noreferrer" target="_blank"> (2019)</a></li><li><a href="https://www.bloomsbury.com/us/asian-american-culture-2-volumes-9781440829215/" rel="noopener noreferrer" target="_blank" style="background-color: rgb(255, 255, 255); color: black;"><em>Asian American Culture: From Anime to Tiger Moms</em></a><a href="https://www.bloomsbury.com/us/asian-american-culture-2-volumes-9781440829215/" rel="noopener noreferrer" target="_blank"> (2016)</a></li><li><a href="https://mcfarlandbooks.com/product/teaching-comics-and-graphic-narratives/" rel="noopener noreferrer" target="_blank" style="background-color: rgb(255, 255, 255); color: black;"><em>Teaching Comics and Graphic Narratives: Essays on Theory, Strategy and Practice</em></a><a href="https://mcfarlandbooks.com/product/teaching-comics-and-graphic-narratives/" rel="noopener noreferrer" target="_blank"> (2012)</a></li><li><a href="https://tupress.temple.edu/books/mulan-s-legend-and-legacy-in-china-and-the-united-states" rel="noopener noreferrer" target="_blank" style="background-color: rgb(255, 255, 255); color: black;"><em>Mulan's Legend and Legacy in China and the United States</em></a><a href="https://tupress.temple.edu/books/mulan-s-legend-and-legacy-in-china-and-the-united-states" rel="noopener noreferrer" target="_blank"> (2010)</a></li><li><a href="https://mcfarlandbooks.com/product/transnationalism-and-the-asian-american-heroine/" rel="noopener noreferrer" target="_blank" style="background-color: rgb(255, 255, 255); color: black;"><em>Transnationalism and the Asian American Heroine: Essays on Literature, Film, Myth and Media</em></a><a href="https://mcfarlandbooks.com/product/transnationalism-and-the-asian-american-heroine/" rel="noopener noreferrer" target="_blank"> (2010)</a></li><li><a href="https://www.bloomsbury.com/us/reading-amy-tan-9780313355462/" rel="noopener noreferrer" target="_blank" style="background-color: rgb(255, 255, 255); color: black;"><em>Reading Amy Tan</em></a><a href="https://www.bloomsbury.com/us/reading-amy-tan-9780313355462/" rel="noopener noreferrer" target="_blank"> (2009)</a></li></ol><p><br></p><p>Recent Journal Articles and Book Chapters (since 2020)</p><ol><li>"<a href="https://www.berghahnjournals.com/view/journals/girlhood-studies/17/3/ghs170304.xml" rel="noopener noreferrer" target="_blank">Girlhood Reimagined: Malaka Gharib's Graphic Memoirs</a>." <em>Girlhood Studies: An Interdisciplinary Journal,</em> vol. 17, no. 3, 2024.</li><li>"Girl Gamers and Digital Activism in Doctorow and Wang's <em>In Real Life."</em> Co-authored with Tena L. Helton. <a href="https://www.rmmla.org/journal" rel="noopener noreferrer" target="_blank"><em>The Rocky Mountain Review of Language and Literature</em></a>, vol. 77, no. 2, 2023.</li><li>"<a href="https://brill.com/view/journals/jlm/1/2/article-p167_3.xml" rel="noopener noreferrer" target="_blank">Multilingual and Multicultural Childhood: Robin Ha's <em>Almost American Girl</em></a>." <em>Journal of Literary Multilingualism</em>, vol. 1, no. 2, 2023. Comics Studies Society Article Prize&nbsp;shortlist 2025</li><li>"(Un)Masking a Chinese American Superhero: Gene Luen Yang and Sonny Liew's <em>The Shadow Hero."</em> <a href="https://ohiostatepress.org/books/titles/9780814214947.html" rel="noopener noreferrer" target="_blank"><em>Beyond the Icon: Asian North American Graphic Narratives</em></a>, edited by Eleanor Ty, Ohio State University Press, 2022. Comics Studies Society Edited Book Prize&nbsp;2023</li><li>"Mapping Social Differences in the Virtual Classroom: Inclusive Multimodal Texts and Learner-Centered Design." <a href="https://vernonpress.com/book/1242" rel="noopener noreferrer" target="_blank"><em>A Socially Just Classroom: Transdisciplinary Approaches to Teaching Writing across the Humanities</em></a>, edited by Vuslat Katsanis and Kristin Coffey, Vernon Press, 2022.</li><li><span style="color: rgb(51, 51, 51);">"History Meets Literary Imagination: The Making of a Twelfth-Century Woman Warrior."</span> <a href="https://press.uchicago.edu/ucp/books/book/distributed/W/bo150875958.html" rel="noopener noreferrer" target="_blank"><em>Women's Lives: Self-Representation, Reception, and Appropriation in the Middle Ages</em></a>, edited by Nahir I. Otano Gracia and Daniel Armenti, University of Wales Press, 2022.</li><li>"<a href="https://www.cambridge.org/core/books/abs/asian-american-literature-in-transition-19651996/maxine-hong-kingstons-the-woman-warrior-a-milestone-in-asian-american-literature/23794E84242CF4040C9470DDDF2E33B6" rel="noopener noreferrer" target="_blank">Maxine Hong Kingston's <em>The Woman Warrior</em>: A Milestone in Asian American Literature</a>." <em>Asian American Literature in Transition: 1965-1996,</em> edited by Asha Nadkarni and Cathy Schlund-Vials, Cambridge University Press, 2021. The collection was named the <span style="color: rgb(5, 5, 5);">American Library Association's Choice 2022 Outstanding Academic Title.</span></li><li>"<a href="https://intellectdiscover.com/content/journals/10.1386/stic_00050_1" rel="noopener noreferrer" target="_blank">Drawing Childhood and Politics: Malik Sajad's <em>Munnu A Boy from Kashmir</em></a>." <em>Studies in Comics</em>, vol. 12, no. 1, 2021.</li><li>"Drawing Histories, Documenting Experiences: Clement Baloup's <em>Vietnamese Memories."</em> <a href="https://comicsstudies.org/inks/" rel="noopener noreferrer" target="_blank"><em>Inks: The Journal of The Comics Studies Society</em></a>, vol. 5, no. 3, 2021.</li><li>"<a href="https://academic.oup.com/edited-volume/28276/chapter-abstract/214418388?redirectedFrom=fulltext" rel="noopener noreferrer" target="_blank">Ambiguity in Parallel: Visualizing History in <em>Boxers and Saints</em></a>." <em>Oxford Handbook of Comic Book Studies</em>, edited by Frederick Luis Aldama, Oxford University Press, 2020.</li></ol></div> </div> <div class="field field--name-field-email field--type-email field--label-inline clearfix"> <div class="field__label">Email</div> <div class="field__item"><a href="mailto:ldong4@uis.edu">ldong4@uis.edu</a></div> </div> <div class="clearfix text-formatted field field--name-field-teaching field--type-text-long field--label-above"> <div class="field__label">Teaching</div> <div class="field__item"><p>Asian American literature and culture; children's and young adult literature; comics, graphic narratives, &amp; graphic medicine; women writers; world literature</p></div> </div> <div class="field field--name-field-title field--type-string field--label-hidden field__item">Professor</div> <div class="field field--name-field-headshot field--type-image field--label-hidden field__item"> <img loading="lazy" src="/sites/default/files/styles/webp_250_x_250_scale_and_crop_/public/directory_photos/Lan%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20_Dong_ldong4.jpg.webp?itok=Uucky3aC" width="250" height="250" alt="Lan Dong" class="image-style-webp-250-x-250-scale-and-crop-"> </div> Fri, 19 Aug 2022 10:15:01 +0000 Directory 33429657 at Jennifer Martin /directory/jennifer-martin <span class="field field--name-title field--type-string field--label-hidden">Jennifer Martin</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span>Directory</span></span> <span class="field field--name-created field--type-created field--label-hidden"><time datetime="2020-12-07T08:58:52-06:00" title="Monday, December 7, 2020 - 08:58" class="datetime">Mon, 12/07/2020 - 08:58</time> </span> <div class="field field--name-field-area-of-expertise field--type-entity-reference field--label-inline clearfix"> <div class="field__label">Area of Expertise</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/2600003385" hreflang="und">Diversity</a></div> <div class="field__item"><a href="/taxonomy/term/2600003389" hreflang="und">Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003402" hreflang="und">Gender Issues</a></div> <div class="field__item"><a href="/taxonomy/term/2600003431" hreflang="und">Online Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003458" hreflang="und">Teaching</a></div> <div class="field__item"><a href="/taxonomy/term/2600003459" hreflang="und">Technology</a></div> <div class="field__item"><a href="/taxonomy/term/2600003945" hreflang="en">Women's Issues</a></div> <div class="field__item"><a href="/taxonomy/term/2600003466" hreflang="und">Writing</a></div> </div> </div> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">Dr. Jennifer Martin is an associate professor in the School of Education at the University of Illinois at Springfield. Prior to working in higher education, Dr. Martin worked in public education for 17 years, 15 of those as the department chair of English at an urban alternative high school for students labeled at-risk for school failure in metropolitan Detroit. She has been the editor of the&nbsp;</span><em style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">Journal of Urban Ñî¹óåú´«Ã½ Teaching and Research</em><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">&nbsp;since 2018. She is the editor of&nbsp;</span><em style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">Racial Battle Fatigue: Insights from the Front Lines of Social Justice Advocacy</em><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">&nbsp;(Recipient of the 2016 AERA Division Bâ¿¿s Outstanding Book Recognition Award), She is the 2019 recipient of the&nbsp;Paula Silver Case Award for Volume Year 2018,&nbsp;</span><em style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">UCEA Journal of&nbsp;Cases&nbsp;in Educational Leadership</em><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">&nbsp;(Volume 21): for&nbsp;â¿¿The Bathroom Case: Creating a Supportive School Environment for Transgender and Gender Non-conforming Students.â¿¿ Her most recent co-authored book is:</span><em style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">&nbsp;Mentoring the Mentor: Celebrating the Intersection of Ñî¹óåú´«Ã½ Together, A Reciprocal Journey</em><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">.</span><strong style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">&nbsp;</strong><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">In 2021, she was awarded the&nbsp;</span><em style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">Burks Oakley II Distinguished Online Teaching Award</em><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">&nbsp;(University of Illinois at Springfield). She was named University Scholar at UIS for the 2022 â¿¿ 2023 academic year.&nbsp;</span></p><p><span style="background-color: rgb(224, 224, 224); color: rgb(0, 0, 0);">.</span></p></div> <div class="field field--name-field-office-location field--type-string field--label-inline clearfix"> <div class="field__label">Office Location</div> <div class="field__item">One University Plaza, MS BRK 330</div> </div> <div class="field field--name-field-department field--type-entity-reference field--label-hidden field__items"> <div class="field__item">School of Education</div> </div> <div class="field field--name-field-phone-number field--type-telephone field--label-inline clearfix"> <div class="field__label">Phone Number</div> <div class="field__item"><a href="tel:217-206-6682">217-206-6682</a></div> </div> <div class="field field--name-field-email field--type-email field--label-inline clearfix"> <div class="field__label">Email</div> <div class="field__item"><a href="mailto:jmart315@uis.edu">jmart315@uis.edu</a></div> </div> <div class="field field--name-field-title field--type-string field--label-hidden field__item">Associate Prof.</div> <div class="field field--name-field-headshot field--type-image field--label-hidden field__item"> <img loading="lazy" src="/sites/default/files/styles/webp_250_x_250_scale_and_crop_/public/directory_photos/Jennifer%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20_Martin_jmart315.jpg.webp?itok=BGPxvuC8" width="250" height="250" alt="Jennifer Martin" class="image-style-webp-250-x-250-scale-and-crop-"> </div> Mon, 07 Dec 2020 14:58:52 +0000 Directory 6629389 at Layne Morsch /directory/layne-morsch <span class="field field--name-title field--type-string field--label-hidden">Layne Morsch</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span>Directory</span></span> <span class="field field--name-created field--type-created field--label-hidden"><time datetime="2020-12-07T08:58:52-06:00" title="Monday, December 7, 2020 - 08:58" class="datetime">Mon, 12/07/2020 - 08:58</time> </span> <div class="field field--name-field-area-of-expertise field--type-entity-reference field--label-inline clearfix"> <div class="field__label">Area of Expertise</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/2600003372" hreflang="und">Chemistry</a></div> <div class="field__item"><a href="/taxonomy/term/2600003458" hreflang="und">Teaching</a></div> <div class="field__item"><a href="/taxonomy/term/2600003431" hreflang="und">Online Education</a></div> </div> </div> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><h2>Awards and Honors</h2><p>2024-25 University of Illinois President's Executive Leadership Program</p><p>2023-24 Illinois Academy for Leadership and Development</p><p>2020-2023 Center for Faculty Excellence Faculty Associate</p><p>2019 UIS Pearson Faculty Award for Outstanding Teaching</p><p>2018 UIS Burks Oakley II Distinguished Online Teaching Award</p><p>2017 College of Liberal Arts and Science Excellence in Teaching Award</p><p>Apple Distinguished Educator â¿¿ Class of 2015 â¿¿&nbsp;<a href="http://spotlight.uis.edu/2015/05/uis-chemistry-professor-layne-morsch.html" rel="noopener noreferrer" target="_blank" style="background-color: rgb(255, 255, 255); color: rgb(0, 102, 204);"><strong>read the Press Release</strong></a></p><p>Follow me on&nbsp;<a href="https://twitter.com/laynemorsch" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Twitter</strong></a>,&nbsp;<a href="https://www.linkedin.com/in/layne-morsch-21166255?trk=nav_responsive_tab_profile_pic" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>LinkedIn</strong></a>,&nbsp;<a href="https://www.researchgate.net/profile/Layne_Morsch" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>ResearchGate</strong></a></p><h2><br></h2><h2>Service</h2><ul><li>Center for Faculty Excellence Faculty Associate (2020-)</li><li>Academic Technology Committee (2018-2021)</li><li>Faculty Development Advisory Board (2015-2020)</li><li>Chair, Department of Chemistry (2016-2019)</li><li>Facilitator for Excellence in Teaching and Ñî¹óåú´«Ã½ Fellows (2017-2020)</li><li>2017-19 COLRS Senior Faculty Fellow</li><li>University Tenure Review Committee (2015-2018)</li><li>2014-15 Center for Online Ñî¹óåú´«Ã½, Research and Service (COLRS) Faculty Fellow</li><li>Co-chair UIS StARS (Student Arts &amp; Research Symposium) (2012-2016)</li><li>Intercollegiate Athletics Committee (2010-2016)</li><li>Faculty mentor for UIS Chemistry Club (2008-2016)</li></ul></div> <div class="field field--name-field-office-location field--type-string field--label-inline clearfix"> <div class="field__label">Office Location</div> <div class="field__item">BRK 492</div> </div> <div class="clearfix text-formatted field field--name-field-research field--type-text-long field--label-above"> <div class="field__label">Research</div> <div class="field__item"><p>My research focuses on how to improve student engagement and learning in organic chemistry. Recent examples include:</p><ul><li>inter-institutional collaborative assignments for organic chemistry (<a href="http://www.mtroyal.ca/Ñî¹óåú´«Ã½MountRoyal/MediaRoom/Newsroom/chemistry-collaborations.htm" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>A story on our international partnership</strong></a>)</li><li>collaborative learning in sciences</li><li>flipped learning/active learning</li><li>student authored videos to explain chemistry topics</li><li>replacing traditional textbooks with the Chemistry&nbsp;<a href="https://libretexts.org/" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>LibreTexts</strong></a>&nbsp;(Open Educational Resources)</li><li>Video Vignettes - My students create&nbsp;video vignettes to explain topics in organic chemistry.&nbsp;<a href="https://www.youtube.com/playlist?list=PLZxW9yeYihslHPYF6UHhaR3T75cnZ_Q3i" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204); background-color: rgb(255, 255, 255);"><strong>They can be found on&nbsp;YouTube</strong></a></li></ul><p><br></p></div> </div> <div class="field field--name-field-department field--type-entity-reference field--label-hidden field__items"> <div class="field__item">Office of the Executive Director OPEL</div> </div> <div class="field field--name-field-phone-number field--type-telephone field--label-inline clearfix"> <div class="field__label">Phone Number</div> <div class="field__item"><a href="tel:217-206-8487">217-206-8487</a></div> </div> <div class="clearfix text-formatted field field--name-field-publications field--type-text-long field--label-above"> <div class="field__label">Publications</div> <div class="field__item"><ul><li><a href="https://evolllution.com/harnessing-ai-tools-to-improve-academic-integrity" rel="noopener noreferrer" target="_blank">Harnessing AI Tools to Improve Academic Integrity</a>, L. Morsch, M. Gribbins, and E. Boles, EvoLLLution: A Modern Campus Illumination, October 24, 2023.</li><li><em>A Framework for Designing Online Collaborative Inquiry</em>, B. McCollum, <strong>L. Morsch</strong>, M. Wentzel, in volume <a href="https://www.amazon.com/Taking-Stock-2-0-Transforming-Education/dp/B0B28HVMWH" rel="noopener noreferrer" target="_blank">Taking Stock 2.0: Transforming Teaching and Ñî¹óåú´«Ã½ in Higher Education</a>, Eds. Hughes, J. C., Mighty, J., and Stockley, D., 203-223 STLHE. (2022).</li><li><a href="https://iupress.org/9780253058720/reading-across-the-disciplines/?j=1299544&amp;sfmc_sub=155325777&amp;l=74218_HTML&amp;u=30926967&amp;mid=7325624&amp;jb=2004" rel="noopener noreferrer" target="_blank">Reading and Relationships in Organic Chemistry</a>, <span style="color: rgb(0, 0, 0);">B. McCollum, </span><strong style="color: rgb(0, 0, 0);">L. Morsch</strong><span style="color: rgb(0, 0, 0);">, in volume Reading Across the Disciplines, Indiana University Press. ISBN 978-0253058720 (May 2022).</span></li><li><a href="https://pubs.acs.org/doi/10.1021/acs.jchemed.0c01035" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Teaching Cheminformatics through a Collaborative Intercollegiate Online Chemistry Course (OLCC)</em></strong></a><em>, S.&nbsp;</em>Kim, E. C Bucholtz, K. Briney, A. P. Cornell, J.Cuadros, K. D. Fulfer, T. Gupta, E. Hepler-Smith, D. H. Johnston, A. S.I.D. Lang, D. Larsen, Y. Li, L. R. McEwen,&nbsp;<strong>L. A. Morsch</strong>, J. L. Muzyka, and R. E. Belford, Journal of Chemical Education, 2021, 98, 416-425.</li><li><em>Reading and Relationships in Organic Chemistry</em>, McCollum,&nbsp;<strong>Morsch</strong>, and Wentzel, In Press, May 2020.</li><li><a href="https://pubs.rsc.org/en/content/articlelanding/2020/rp/c9rp00182d#!divAbstract" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Student-generated videos in chemistry education</em></strong></a>, M. Gallardo-Williams,&nbsp;<strong>Morsch</strong>, C. Paye, and M. Seery, Chemistry Education Research and Practice, 2020,&nbsp;<strong>21</strong>, 488-495., January 2020.</li><li><a href="https://pubs.acs.org/doi/abs/10.1021/bk-2019-1336.ch007" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>The Mechanisms App and Platform: A New Game-based Product for Ñî¹óåú´«Ã½ Curved Arrow Notation</em></strong></a><em>,</em>&nbsp;Winter, S. Wegworth, B. DeKorver,&nbsp;<strong>L. Morsch</strong>, D. DeSutter, L. Goldman and L. Reutenauer,&nbsp;<em>Active Ñî¹óåú´«Ã½ in Organic Chemistry: Implementation and Analysis</em>. ACS Symposium Series, January 1, 2019., 99-115.</li><li><a href="https://mulpress.mcmaster.ca/ijsap/article/view/3730" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Multi-dimensional trust between partners for international online collaborative learning in â¿¿The Third Spaceâ¿¿</em></strong></a>, Brett McCollum,&nbsp;<strong>Layne Morsch</strong>, and Michael Wentzel, In Press- International Journal of Students as Partners, April 2019.</li><li><a href="https://ojs.lib.uwo.ca/index.php/cjsotl_rcacea/article/view/8227" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Emergence of Different Perspectives of Success in Collaborative Ñî¹óåú´«Ã½</em></strong></a>, McCollum, Falcione, Campbell, Chamberlain, Macias,&nbsp;<strong>Morsch</strong>, and Pinder, In Press â¿¿ Canadian Journal for the Scholarship of Teaching and Ñî¹óåú´«Ã½, March 2019.</li><li><a href="https://pubs.acs.org/doi/10.1021/acs.jchemed.8b00456" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Inquiry-Based IR Spectroscopy Activity Using iSpartan or Spartan for Introductory-Organic-Chemistry Students&nbsp;</em></strong></a>, Amy Balija and&nbsp;<strong>Layne Morsch</strong>, Journal of Chemical Education submitted, March 2019.</li><li><a href="https://pubs.acs.org/doi/abs/10.1021/bk-2019-1327.ch005" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Practicing Multi-modal Chemistry Communication through Online Collaborative Ñî¹óåú´«Ã½</em></strong></a>, Michael Wentzel, Isaiah Ripley,&nbsp;<strong>Layne Morsch</strong>&nbsp;and Brett McCollum, Chapter accepted, May 2019.</li><li><a href="https://ojs.lib.uwo.ca/index.php/cjsotl_rcacea/article/view/8004" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Overcoming Barriers for Implementing International Online Collaborative Assignments</em></strong></a>, Brett McCollum,&nbsp;<strong>Layne Morsch</strong>, Brandon Shokoples and Darlene Skagen,&nbsp;<em>Canadian Journal for the Scholarship of Teaching and Ñî¹óåú´«Ã½</em>, 10(1),&nbsp;2019.</li><li><a href="http://pubs.rsc.org/en/content/articlelanding/2018/rp/c7rp00220c" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Developing Communication Confidence and Professional Identity in Chemistry through International Online Collaborative Ñî¹óåú´«Ã½</em></strong></a>, Darlene Skagen, Brett McCollum,&nbsp;<strong>Layne Morsch</strong>&nbsp;and Brandon Shokoples,&nbsp;<em>Chemical Education Research and Practice</em>,&nbsp;<strong>2018</strong>,&nbsp;<em>19</em>, 567-582.</li><li><a href="http://www.e-mentor.edu.pl/eng/article/index/number/70/id/1303" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Student Authored Video Vignettes in Chemistry</em></strong></a>, Layne A. Morsch, e<em>-Mentor,</em>&nbsp;<strong>2017</strong>,&nbsp;<em>3</em>, 25-32.&nbsp;DOI: 10.15219/em70.1303</li><li><a href="http://pubs.acs.org/doi/pdf/10.1021/bk-2016-1223.ch006" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Flipped Teaching in Organic Chemistry Using iPad Devices</strong></a>, Layne A. Morsch,&nbsp;<em>The Flipped Classroom Volume 1: Background and Challenges</em>,&nbsp;<strong>Jan 2016</strong>, 73-92. DOI:10.1021/bk-2016-1223.ch006</li></ul><p>Chancellor Kochâ¿¿s State Journal Register Columns:</p><ul><li>&nbsp;<a href="https://uiswp-webstage.uisad.uis.edu/chancellor/koch/remarks/sjr-column-classroom-technology-february-2015/" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Classroom Technology</strong></a></li><li><a href="https://uiswp-webstage.uisad.uis.edu/chancellor/koch/remarks/sjr-column-teaching-fellows-program-february-2018/" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Teaching Fellows Program</strong></a></li><li><a href="https://uiswp-webstage.uisad.uis.edu/chancellor/koch/remarks/sjr-column-online-learning-june-2018/" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Online Ñî¹óåú´«Ã½</strong></a></li><li><a href="http://pubs.acs.org/doi/abs/10.1021/acs.jchemed.5b00054" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong><em>Engaging Organic Chemistry Students Using ChemDraw for iPad</em></strong></a>, L.A. Morsch and M. Lewis,&nbsp;<em>Journal of Chemical Education</em>,&nbsp;<strong>2015</strong>,&nbsp;<em>92(8)</em>, 1402-1405. DOI&nbsp;&nbsp;1021/acs.jchemed.5b00054 (June 2015)</li><li><a href="http://pubs.acs.org/doi/abs/10.1021/ed400408k?prevSearch=%255BContrib%253A%2Bmorsch%255D&amp;searchHistoryKey=" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Green Aqueous Wittig Reaction: Teaching Green Chemistry in Organic Teaching Laboratories</strong></a>,&nbsp;Layne A. Morsch, Leanne Deak, Dyllan Tiburzi, Harrison Schuster, and Brittney Meyer,&nbsp;Journal of Chemical Education,&nbsp;<strong>2014</strong>,&nbsp;<em>91</em>(4), 611-614.&nbsp;DOI:&nbsp;10.1021/ed400408k (Feb 2014)</li></ul></div> </div> <div class="field field--name-field-department-2 field--type-entity-reference field--label-hidden field__item">School of Integrated Sciences, Sustainability, and Public Health</div> <div class="field field--name-field-email field--type-email field--label-inline clearfix"> <div class="field__label">Email</div> <div class="field__item"><a href="mailto:lmorsc1@uis.edu">lmorsc1@uis.edu</a></div> </div> <div class="clearfix text-formatted field field--name-field-involve field--type-text-long field--label-above"> <div class="field__label">Involvement</div> <div class="field__item"><p>Generative Artificial Intelligence, Faculty Development</p></div> </div> <div class="clearfix text-formatted field field--name-field-lectures field--type-text-long field--label-above"> <div class="field__label">Lectures</div> <div class="field__item"><ul><li><em>AI AI Oh! Strategies for engaging learners with artificial intelligence while promoting academic integrity</em>, L. Morsch, M. Gribbins, E. Boles, Distance Teaching &amp; Ñî¹óåú´«Ã½ and Summit for Online Leadership and Administration, Madison, WI (July 2023).</li><li>Everything DiSC - What is DiSC, What is Your DiSC Style, OPEL Retreat, July 2023.</li><li><em>ChatGPT as a Tool, Not a Solution, </em>L. Morsch, D. Blaum, E. Boles, S. Collins, Oral Presentation at 2023 Faculty Summer Institute, Champaign, IL (May 2023)</li><li><em>Central and Southern Illinois Faculty Development Network - Building Relationships across Illinois while expanding Faculty Development Opportunities, </em>L. Morsch, T. Ambrose, K. Jones, Poster Presentation at 2023 Faculty Summer Institute, Champaign, IL (May 2023)</li><li><em>ChatGPT: How to talk about &amp; use A.I. in classes</em>, Illinois Association of Teachers of English Spring Conference, Millikin University (March 2023)</li><li><em>Reflective Practice</em>, Invited Workshop, UIS Tennis Team (March 2022).</li><li><em>Design for Online Collaborations â¿¿ Beyond the Pandemic, </em>L. Morsch, B. McCollum; M. Wentzel.<em>, </em>2022 Biennial Conference on Chemical Education, West Lafayette, IN (August 2022).</li><li><em>What Iâ¿¿m learning about myself: Student meta-reflections in organic chemistry,</em> L. Morsch, B. McCollum; M. Wentzel.<em>, </em>2022 Biennial Conference on Chemical Education, West Lafayette, IN (August 2022).</li><li><em>Beyond the pandemic â¿¿ framework for successful online collaborations, </em>L. Morsch, B. McCollum; M. Wentzel.<em>, </em>Canadian Chemical Conference and Exhibition, Calgary, Alberta, Canada (June 2022)</li><li><em>What I could have done to get the most of the experience: student metareflections in organic chemistry, </em>L. Morsch, B. McCollum; M. Wentzel.<em>, </em>Canadian Chemical Conference and Exhibition, Calgary, Alberta, Canada (June 2022)</li><li><em>Engaging organic chemistry students in multimodal communication practice through online collaborative learning</em>. L. Morsch; B. McCollum; M. Wentzel. Pacifichem 2021, Virtual Conference.<em>Student authored metaphors of online collaborative learning: Is it a platypus or rivers merging?,&nbsp;</em>H.&nbsp;Hollinshead and L. Morsch, Poster presentation, 2019 American Chemical Society Fall National Meeting, San Diego, CA (August 2019).</li><li><em style="color: rgb(51, 51, 51);">Faculty perspectives of facilitating an online collaborative learning experience,&nbsp;</em><span style="color: rgb(51, 51, 51);">C.&nbsp;Pinder, D. Skagen and L. Morsch, Poster presentation, 2019 American Chemical Society Fall National Meeting, San Diego, CA (August 2019).</span></li><li><em>Chemistry communication practice through online collaborative learning,</em>&nbsp;L. Morsch. Poster and oral presentations, 2019 American Chemical Society Fall National Meeting, San Diego, CA (August 2019).</li><li><em>Active learning in organic chemistry integrating LibreTexts OER and flipped instruction</em>, L. Morsch. Poster and oral presentations, 2019 American Chemical Society Fall National Meeting, San Diego, CA (August 2019).</li><li><em>Student metaphors of online collaborative learning from INCLD: International Network for Chemistry Language Development</em>,&nbsp;<strong>L. Morsch,</strong>&nbsp;B. McCollum, M. Wentzel. Oral Presentation at 2018 Biennial Conference on Chemical Education (BCCE), South Bend, IN (August 2018)</li><li><em>Growing student confidence in communication from INCLD: International Network for Chemistry Language Development</em>,&nbsp;<strong>L. Morsch</strong>, B. McCollum, M. Wentzel. Oral Presentation at 2018 Biennial Conference on Chemical Education (BCCE), South Bend, IN (August 2018)</li><li><em>Emergence of different perspectives of success in collaborative learning</em>,&nbsp;<strong>C. Pinder</strong>, E. Campbell, S. Falcione,&nbsp;<strong>L. Morsch</strong>, B. McCollum, J. Chamberlain, M. Macias. Poster Presentation at 2018 Biennial Conference on Chemical Education (BCCE), South Bend, IN (August 2018)</li><li><em>Exploring the essence of success in collaborative learning using phenomenology</em>,&nbsp;<strong>C. Pinder</strong>, E. Campbell, S. Falcione,&nbsp;<strong>L. Morsch</strong>, B. McCollum, J. Chamberlain, M. Macias. Poster Presentation at 2018 Biennial Conference on Chemical Education (BCCE), South Bend, IN (August 2018)</li><li><em>Studying abroad without leaving your own campus in the International Network for Chemistry Language Development, INCLD</em>,&nbsp;<strong>B. Ekwonwa</strong>, I. Ripley, A. Roberts,&nbsp;<strong>L. Morsch</strong>, B. McCollum, M. Wentzel. Poster Presentation at 2018 Biennial Conference on Chemical Education (BCCE), South Bend, IN (August 2018)</li><li>Invited Keynote Address,&nbsp;<em>ICCHE Innovation Award Winner Presentation: Collaborative Ñî¹óåú´«Ã½ Across Borders</em>, ICCHE-ACHE Great Lakes Joint Conference, Chicago, IL (February 2018).</li><li><em>Cross-Border Disciplinary Dialogue Between Peers</em>, L. Morsch and B. McCollum Oral Presentation at International Society for the Scholarship of Teaching and Ñî¹óåú´«Ã½ (ISSOTL) 2017, Calgary, Alberta, Canada (October 2017).</li><li><em>Designing an Interinstitutional Collaborative Assignment,&nbsp;</em>Morsch Oral Presentation at 2017 Faculty Summer Institute, Champaign, IL (May 2017).</li><li><em>nterinstitutional Chemistry Communication Practice Part 1: The ins and outs of implementing an international collaboration</em>,&nbsp;<strong>L. Morsch</strong>&nbsp;and B. McCollum Oral Presentation at 253rd&nbsp;American Chemical Society (ACS) National Meeting, San Francisco, CA (April 2017).</li><li><em>Interinstitutional Chemistry Communication Practice Part 2: Technological, social, and disciplinary barriers</em>, B. McCollum and&nbsp;<strong>L. Morsch</strong>&nbsp;Oral Presentation at 253rd&nbsp;ACS National Meeting, San Francisco, CA (April 2017).</li><li><em>Interinstitutional Collaborative Chemistry Assignments</em>, T. Chasteen, B. Shokoples, D. Skagen, B. McCollum and&nbsp;<strong>L. Morsch</strong>&nbsp;Poster Presentation at 253rd&nbsp;ACS National Meeting, San Francisco, CA (April 2017).</li></ul><p><br></p></div> </div> <div class="clearfix text-formatted field field--name-field-teaching field--type-text-long field--label-above"> <div class="field__label">Teaching</div> <div class="field__item"><p>Organic Chemistry, Scientific Communication</p><p><br></p><p>CHE 267 Organic Chemistry I â¿¿ Check out Organic Chem 1 on&nbsp;<a href="https://chem.libretexts.org/LibreTexts/University_of_Illinois%2C_Springfield/CHE_267%3A_Morsch" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Chem 1 on Libre Texts</strong></a></p><p>CHE 268 Organic Chemistry I lab</p><p>CHE 269 Organic Chemistry II â¿¿ Check out Organic Chem 2 on&nbsp;<a href="https://chem.libretexts.org/LibreTexts/University_of_Illinois%2C_Springfield/CHE_269%3A_Morsch" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Chem 2 on LibreTexts,</strong></a>&nbsp;or&nbsp;<a href="https://www.youtube.com/playlist?list=PLZxW9yeYihsmI_M6LEgkUb9cygz83JSzR" rel="noopener noreferrer" target="_blank" style="color: rgb(0, 102, 204);"><strong>Chem 2 on YouTube</strong></a></p><p>CHE 271 Organic Chemistry II lab</p><p>CHE/BIO 301 General Seminar</p><p>CHE 302 Undergraduate Research</p><p>CHE 363 ECCE: Energy &amp; the Environment</p><p>CHE 124 General Chemistry for the Health Professions</p><p>CHE 151 Survey of Organic and Biochemistry</p></div> </div> <div class="field field--name-field-title field--type-string field--label-hidden field__item">Associate Provost Faculty Affairs</div> <div class="field field--name-field-title-2 field--type-string field--label-hidden field__item">Professor</div> <div class="field field--name-field-headshot field--type-image field--label-hidden field__item"> <img loading="lazy" src="/sites/default/files/styles/webp_250_x_250_scale_and_crop_/public/directory_photos/Layne%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20_Morsch_lmorsc1.jpg.webp?itok=jhVCuzle" width="250" height="250" alt="Layne Morsch" class="image-style-webp-250-x-250-scale-and-crop-"> </div> <div class="clearfix text-formatted field field--name-field-specialization field--type-text-long field--label-inline"> <div class="field__label">Area of Specialization</div> <div class="field__item"><p>Organic Chemistry</p><p><br></p><p>B.S. Chemistry: Minnesota State University Mankato (1991)</p><p>Ph.D. Organic Chemistry: The University of Illinois â¿¿ Chicago (2001)</p></div> </div> Mon, 07 Dec 2020 14:58:52 +0000 Directory 6629227 at Peter Boltuc /directory/peter-boltuc <span class="field field--name-title field--type-string field--label-hidden">Peter Boltuc</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span>Directory</span></span> <span class="field field--name-created field--type-created field--label-hidden"><time datetime="2020-12-07T08:58:52-06:00" title="Monday, December 7, 2020 - 08:58" class="datetime">Mon, 12/07/2020 - 08:58</time> </span> <div class="field field--name-field-area-of-expertise field--type-entity-reference field--label-inline clearfix"> <div class="field__label">Area of Expertise</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/2600003365" hreflang="und">Artificial Intelligence (AI)</a></div> <div class="field__item"><a href="/taxonomy/term/2600003396" hreflang="und">Ethics</a></div> <div class="field__item"><a href="/taxonomy/term/2600003423" hreflang="und">Machine Ñî¹óåú´«Ã½ (ML)</a></div> <div class="field__item"><a href="/taxonomy/term/2600003424" hreflang="und">Management/Administration</a></div> <div class="field__item"><a href="/taxonomy/term/2600003431" hreflang="und">Online Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003433" hreflang="und">Philosophy</a></div> <div class="field__item"><a href="/taxonomy/term/2600003437" hreflang="und">Poland</a></div> </div> </div> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p class="ql-align-justify"><strong>SPECIALIZATION: philosophy of AI; machine consciousness</strong></p><p class="ql-align-justify"><strong>COMPETENCE: philosophy of mind, applied ethics (computer, business, healthcare, environmental),&nbsp;political philosophy, social capital; managemenr theory at the age of AI</strong></p><p class="ql-align-justify"><strong>SPECIAL INTEREST: cognitive science; e-learning; Artificial General Intelligence</strong></p><p class="ql-align-justify"><br></p><p class="ql-align-justify"><strong>The Louise Hartman Schewe and Karl Schewe Endowed Professor in Liberal Arts and Sciences, </strong>a three-year endowed professorship,<strong> </strong>University of Illinois, Springfield 2013 â¿¿ 2016</p><p class="ql-align-justify"><strong>Outstanding Service to the University of Illinois Senates Conference,</strong> Urbana-Champaign, 2017</p><p class="ql-align-justify"><strong>Erskine Professor of Philosophy</strong>, University of Canterbury, Christchurch, NZ, June-August 2016</p><p class="ql-align-justify"><strong>Visiting Fellow</strong>, Australian National University, Canberra, Australia, June-August 2014</p><p class="ql-align-justify"><strong>Faculty Excellence Award, </strong>University of Illinois Springfield, 2011</p><p class="ql-align-justify"><strong>Academic Leadership Training</strong>, University of Illinois Springfield, Fall 2011&nbsp;</p><p><br></p><p><strong>Board Member</strong>, African American History Museum of Springfield IL, 2003-2014</p><p class="ql-align-justify"><strong>Member</strong>, Committee on Ethics and Human Values at the Memorial Medical Center, Springfield Illinois 1999-2002</p><p class="ql-align-justify"><strong>Princeton University, Department of Philosophy Fulbright Graduate Fellow, </strong>1991-92</p><p class="ql-align-justify"><strong>Oxford University, St. Johnsâ¿¿ College, SCR member, Soros, Faculty Fellow,</strong> June-July 1988</p><p class="ql-align-justify"><br></p><p><strong style="color: rgb(247, 150, 70);">MAIN EDITORIAL BOARDS</strong></p><p><strong><em>Computation in Neural Systems</em>, </strong><em>Taylor &amp; Francis</em>,<em> </em>Board of Associate Editors, 2021 â¿¿ present</p><p><strong><em>Journal of Artificial Intelligence and Consciousness, 2020 </em>&nbsp;</strong>board member<strong><em>â¿¿ </em></strong>ongoing <strong><em>&nbsp;</em></strong></p><p><strong><em>APA Newsletter on Philosophy and Computers,</em></strong> Editor, 2007- 2020</p><p><strong><em>E-Mentor</em></strong>, board member, Warsaw School of Economics, 2004 â¿¿ ongoing</p><p><strong><em>International Journal of Machine Consciousness</em></strong>, World Scientific, <strong>co-editor</strong> NY, 2009 â¿¿ 2014</p><p><strong><em>Polish Journal of Philosophy</em></strong>, board member, 2007 â¿¿ ongoing</p><p><strong><em>Philosophies; </em></strong><em>MDPI</em><strong> </strong>board member, 2016 â¿¿ ongoing</p><p><strong><em>Humanities,</em></strong><em> MDPI</em><strong>&nbsp;</strong>board member, 2012 â¿¿ ongoing&nbsp;</p><p><strong><em>Information, </em></strong><em>MDPI</em><strong> </strong>board member, 2010 â¿¿ ongoing</p><p><strong><em>Philosophy and Science,</em></strong><em> </em>Polish Academy of Science, 2009â¿¿ ongoing</p><p class="ql-align-justify"><strong><em>Dialogue and Universalism</em>, international co-editor, </strong>2001, <strong>consulting editor</strong> - ongoing,</p><p class="ql-align-justify"><br></p></div> <div class="field field--name-field-office-location field--type-string field--label-inline clearfix"> <div class="field__label">Office Location</div> <div class="field__item">University Hall</div> </div> <div class="field field--name-field-department field--type-entity-reference field--label-hidden field__items"> <div class="field__item">Mathematical Sciences and Philosophy</div> </div> <div class="field field--name-field-phone-number field--type-telephone field--label-inline clearfix"> <div class="field__label">Phone Number</div> <div class="field__item"><a href="tel:217-206-7422">217-206-7422</a></div> </div> <div class="clearfix text-formatted field field--name-field-publications field--type-text-long field--label-above"> <div class="field__label">Publications</div> <div class="field__item"><p><strong>MAIN PUBLICATIONS IN AI THEORY'</strong></p><ol><li>â¿¿Alien Versus Natural-Like Artificial General Intelligencesâ¿¿ H. Shneider; P..Boltuc: Artificial General Intelligence: proceedings 16th International Conference, AGI 2023, Stockholm, Sweden, June 16â¿¿19, 2023, Lecture Notes in Computer Science book series 2023 Pages 233â¿¿243 <a href="https://doi.org/10.1007/978-3-031-33469-6_24" rel="noopener noreferrer" target="_blank">https://doi.org/10.1007/978-3-031-33469-6_24</a></li><li>â¿¿Industry 5.0: Theoretical Limitations and Ethical Chancesâ¿¿ in. J Wielgorska-Leszczynska; M. Matusewicz: 30 Years in the Social Sciences. New Thoughts and Ideas; SGH Press, Warsaw Poland 2023 p.55-74</li><li>"Moral Space for Paraconsistent AGI", in Ben Goertzel, Matthew Ikle, Denis Ponomaryov, Alexey Potapov. Artificial General Intelligence Chapter 16 series: Lecture Notes in Computer Science Vol. 13539, Springer Science, Switzerland p 83-97; 2022</li><li>â¿¿The Fourth Space in the Fourth Revolutionâ¿¿ In: Felix Francisco Ramos Corchado and Alexei V. Samsonovich (Eds.). 2022 Annual International Conference on Brain-Inspired Cognitive Architectures for Artificial Intelligence: The 13th Annual Meeting of the BICA Society. Procedia Computer Science, Volume 213C, Pages p. 89-95. 2022. ISSN: 1877-0509 Nov. 2022</li><li>â¿¿Non-Reductive Physicalism for AGIâ¿¿ Filozofia i Nauka 10 June 2022 p. 33-48 <a href="https://filozofiainauka.studiafilozoficzne.edu.pl/wp-content/uploads/2022/05/Bo%C5%82tu%C4%87_33.pdf" rel="noopener noreferrer" target="_blank">https://filozofiainauka.studiafilozoficzne.edu.pl/wp-content/uploads/2022/05/Bo%C5%82tu%C4%87_33.pdf</a></li><li>â¿¿Philosophy and Computing Conference at IS4SI 2021â¿¿ From the Editor Proceedings 2022, 81(1), 149;</li><li>â¿¿The Fourth Space as Realityâ¿¿ Proceedings MDPI June 2022, 81(1), 151;</li><li>â¿¿Uncanny Robots of Perfectionâ¿¿ (with Thomas P. Connelly), in: (Gudwin R. et al) Brain-Inspired Cognitive Architectures for Artificial Intelligence: BICA*AI 2020, Springer Science, p. 56-68, 2021</li><li>â¿¿BICA for AGIâ¿¿ (with M. I. Boltuc) Cognitive Systems Research vol 62 (August 2020), p. 57-67 [<a href="https://www.sciencedirect.com/science/article/pii/S1389041719304863?via%3Dihub" rel="noopener noreferrer" target="_blank">https://www.sciencedirect.com/science/article/pii/S1389041719304863?via%3Dihub</a>]</li><li>â¿¿Conscious AI at the Edge of Chaosâ¿¿ Journal of Artificial Intelligence and Consciousness Volume 07, Issue 01 (March 2020) p. 25-38</li><li>â¿¿Consciousness for AGIâ¿¿ Procedia Computer Science (2019) Postproceedings of the 10th Annual International Conference on Biologically Inspired Cognitive Architectures, BICA 2019 (Tenth Annual Meeting of the BICA Society), ed. by A.V. Samsonovich and V.V. Klimov. Procedia Computer Science, 2020, pp. 349-356. ISSN 1877-0509</li><li>â¿¿Semantics beyond Languageâ¿¿ (with M. I. Boltuc) in: Samsonovich A. V. (ed.) Biologically Inspired Cognitive Architectures 2019 in Advances in Intelligent Systems and Computing 948; Springer Science 2020 p. 36-47</li><li>â¿¿Subject is no Objectâ¿¿ in: M. Burgin; Gordana Dodig-Crnkovic (eds) Epistemic Basis of Information, Philosophy of Information, World Scientific 2019 p. 3-39</li><li>â¿¿AI Consciousnessâ¿¿ in (ed.) A. Chella, TOCAIS 2019 Towards Conscious AI Systems, AAAI CEUR Springer, 2019 [<a href="http://ceur-ws.org/Vol-2287/paper3.pdf" rel="noopener noreferrer" target="_blank">http://ceur-ws.org/Vol-2287/paper3.pdf</a>] 1-8 (no generalized page numbers)</li><li>â¿¿Identity Translationâ¿¿ in L. Harmon (ed.) Identity in Translation, Peter Lang (2019) p. 79-91</li><li>â¿¿BICA a Reboursâ¿¿ in: A.V. Samsonovich (ed.) Advances in Intelligent Systems and Computing. Biologically Inspired Cognitive Architectures, Springer Aug. 2018 p. 27-43</li><li>Strong Semantic Computing, Procedia Computer Science 123 Feb. 2018 p. 98â¿¿103 [<a href="https://www.sciencedirect.com/science/article/pii/S1877050918300176" rel="noopener noreferrer" target="_blank">https://www.sciencedirect.com/science/article/pii/S1877050918300176</a>]</li><li>â¿¿Cognitive Agents: Is There a Moral Gap Between Human and Artificial Intelligence?â¿¿ in Tzfestas S. (ed.) Information, Communication and Automation Technology Ethics in the Knowledge Society. NOVA Science Publishers 2018.</li><li>â¿¿Church-Turing Lovers.â¿¿ In: Robot Ethics 2.0: From Autonomous Cars to Artificial Intelligence; Lin, P., Abney, K., Jenkins, R., Eds.; Oxford University Press: Oxford, UK, 2017; p. 214â¿¿228</li><li>"The Power of Online Educationâ¿¿ in: (Zacher, L. ed.) Potentials and Power Relations in Digitized Society (Pol.) Poltext, Warsaw Jan. 2018</li><li>â¿¿Metacomputableâ¿¿, Entropy, Oct. 2017 [<a href="https://www.mdpi.com/1099-4300/19/11" rel="noopener noreferrer" target="_blank">https://www.mdpi.com/1099-4300/19/11</a></li></ol></div> </div> <div class="field field--name-field-department-2 field--type-entity-reference field--label-hidden field__item">Discovery Partners Institute</div> <div class="field field--name-field-email field--type-email field--label-inline clearfix"> <div class="field__label">Email</div> <div class="field__item"><a href="mailto:pbolt1@uis.edu">pbolt1@uis.edu</a></div> </div> <div class="clearfix text-formatted field field--name-field-involve field--type-text-long field--label-above"> <div class="field__label">Involvement</div> <div class="field__item"><p><strong>Conference Chair</strong>, Philosophy and Computing; Virtual Conference on Zoom, 12-19 September h2021, contributing to the 2021 Summit of the International Society for the Study of Information (IS4SI) administered from Japan in collaboration with Zoom administered through AGI Laboratory /Uplift/, USA. Organized by: Association on Philosophy and Computing (APC) affiliate of the APA; PHAEDE Philosophy of Engineering and Artifact in the Digital Era); philosophy interest group within BICA; Philosophy and Science PAN (journal of the Polish Academy of Science)</p><p><strong>Coordinating committee member; </strong>Association for Philosophy and Computing (APC), 2020 - ongoing</p><p><strong>Chair </strong>Committee on Philosophy and Computers, American Philosophical Association,<strong> </strong>2019-20</p></div> </div> <div class="clearfix text-formatted field field--name-field-lectures field--type-text-long field--label-above"> <div class="field__label">Lectures</div> <div class="field__item"><p><strong>MAIN LECTURES related to AI</strong></p><ol><li>â¿¿AI2AGI: Socio-economic, Legal, and Humanistic ramificationsâ¿¿ <em>Simuli</em>: Towards Safe AGI, expert forum: Invited Talk, Oct 14-17, 2023 Eugene OR, Mount Tom House</li><li>â¿¿Alien Versus Natural-Like Artificial General Intelligencesâ¿¿ (with Howard Schneider), 2023 AGI congress, June 16-18 Stockhom, Sweden</li><li>European Academy of Management;&nbsp;EURAM 2023 Transforming Business for Good: Lab for Ph.D. students, with Daniel Hardegger and two others â¿¿DISCOVERING THE â¿¿4TH SPACEâ¿¿: IDENTIFYING RESEARCHABLE TOPICS ON THE HYBRID SOCIETY AND HYBRID COMMUNITIESâ¿¿ June 13, 2023 Trinity College of Business, Dublin, Ireland</li><li>â¿¿Deflationary nonreductive physicalism. May awareness be 'creature consciousness', and may AIs have it?â¿¿ The Science of Consciousness 2023, May 23-37 Taormina, Sicily</li><li>â¿¿Beyond Digital Transformation 4.0. AI, New Applications and Opportunities" Inaugural Speech, Abu Dhabi Technology Week&nbsp;UAE University, Computer Technology, Business and Economics Departments Feb. 01, 2023</li><li>â¿¿Beyond Industry 4.0, <em>but not very far.â¿¿</em>&nbsp;Biologically Inspired Cognitive Architectures (BICA-2022) #165 Guadalajara, Mexico September 22-25 (plenary panel)</li></ol></div> </div> <div class="clearfix text-formatted field field--name-field-teaching field--type-text-long field--label-above"> <div class="field__label">Teaching</div> <div class="field__item"><p><strong>Teaching Advanced Classes on AI:</strong>&nbsp;</p><p>Erskine Fellow, University of Canterbury, Christchurch, NZ: offering MA/Ph.D seminar in AI Consciousness July-August 2022l; June-July 2016</p><p>UIS: PHI/CSC470- Philosophy of AI (Fall 2018-2022)</p><p>UIS: PHI460&nbsp;Philosophy of Digital Transformation Summer 2023</p><p>SGH: AI: Values and Strategies Summer 2022</p><p>SGH: Digital Transformation, Winter 2021</p><p>UIS: Ethics for IT Professionals, 2018</p><p>Poznan University: Visiting senior professorâ¿¿s Ph.D. Seminar: Consciousness Studies, 2014</p><p>UIUC School of Engineering, Computer Ethics (guest teaching in Keith Millerâ¿¿s class), Spring 2013</p></div> </div> <div class="field field--name-field-title field--type-string field--label-hidden field__item">Professor</div> <div class="field field--name-field-title-2 field--type-string field--label-hidden field__item">DPI Affiliate</div> <div class="field field--name-field-headshot field--type-image field--label-hidden field__item"> <img loading="lazy" src="/sites/default/files/styles/webp_250_x_250_scale_and_crop_/public/directory_photos/Peter%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20_Boltuc_pbolt1.jpg.webp?itok=wZ7tv2gg" width="250" height="250" alt="Peter Boltuc" class="image-style-webp-250-x-250-scale-and-crop-"> </div> <div class="clearfix text-formatted field field--name-field-specialization field--type-text-long field--label-inline"> <div class="field__label">Area of Specialization</div> <div class="field__item"><p><strong>Team member:</strong>:SIMULI.AI. An eight member AGI research team, lead by Rachel St. Clair; Ben Goertzel; Binoy Sayed;&nbsp;members include&nbsp;L. Andrew Coward and Peter Sutor Jul.2023 - ongoing&nbsp;<a href="https://www.simuli.ai/team/&nbsp;&amp;nbsp">https://www.simuli.ai/team/&nbsp;&amp;nbsp</a>;</p><p><strong>Primary Investigator</strong>, US DoD, Army Research Lab, <em>Philosophy of Visual Processing</em>&nbsp;administered through UIS Sept. 2017- Sept.2019</p></div> </div> Mon, 07 Dec 2020 14:58:52 +0000 Directory 6628783 at Ahmad Jumah /directory/ahmad-jumah <span class="field field--name-title field--type-string field--label-hidden">Ahmad Jumah</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span>Directory</span></span> <span class="field field--name-created field--type-created field--label-hidden"><time datetime="2020-12-07T08:58:52-06:00" title="Monday, December 7, 2020 - 08:58" class="datetime">Mon, 12/07/2020 - 08:58</time> </span> <div class="field field--name-field-area-of-expertise field--type-entity-reference field--label-inline clearfix"> <div class="field__label">Area of Expertise</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/2600003458" hreflang="und">Teaching</a></div> <div class="field__item"><a href="/taxonomy/term/2600003459" hreflang="und">Technology</a></div> <div class="field__item"><a href="/taxonomy/term/2600003431" hreflang="und">Online Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003389" hreflang="und">Education</a></div> <div class="field__item"><a href="/taxonomy/term/2600003370" hreflang="und">Business</a></div> </div> </div> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p><strong><em><img src="data:image/png;base64,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"></em></strong></p></div> <div class="field field--name-field-office-location field--type-string field--label-inline clearfix"> <div class="field__label">Office Location</div> <div class="field__item">One University Plaza UHB 4029</div> </div> <div class="clearfix text-formatted field field--name-field-research field--type-text-long field--label-above"> <div class="field__label">Research</div> <div class="field__item"><p>Accounting &amp; Finance</p></div> </div> <div class="field field--name-field-department field--type-entity-reference field--label-hidden field__items"> <div class="field__item">Accounting, Economics, and Finance</div> </div> <div class="field field--name-field-phone-number field--type-telephone field--label-inline clearfix"> <div class="field__label">Phone Number</div> <div class="field__item"><a href="tel:217-206-8366">217-206-8366</a></div> </div> <div class="clearfix text-formatted field field--name-field-publications field--type-text-long field--label-above"> <div class="field__label">Publications</div> <div class="field__item"><p><span style="color: rgba(0, 0, 0, 0.6);">His research interests include data breaches, outsourcing, blockchain, cryptocurrency, data analytics, materiality implications, performance measurements, behavioral accounting, and finance. Examples of his publications are as follows.</span></p><p><img src="data:image/png;base64,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"></p></div> </div> <div class="field field--name-field-email field--type-email field--label-inline clearfix"> <div class="field__label">Email</div> <div class="field__item"><a href="mailto:ajuma4@uis.edu">ajuma4@uis.edu</a></div> </div> <div class="clearfix text-formatted field field--name-field-involve field--type-text-long field--label-above"> <div class="field__label">Involvement</div> <div class="field__item"><p><span style="color: rgba(0, 0, 0, 0.6);">He is a Certified Public Accountant (CPA) and Certified Management Accountant (CMA). He has taught accounting and finance courses in various universities since 1987. Earlier, he worked as a professor of Accounting and Finance at the IAUPR since 1992, where he coordinated the Doctoral Program in Finance in the Graduate School in the Faculty of Business [2011-2017]. Also, he worked as an auditor for small businesses and as a financial consultant.</span></p></div> </div> <div class="clearfix text-formatted field field--name-field-lectures field--type-text-long field--label-above"> <div class="field__label">Lectures</div> <div class="field__item"><p>ACC 524 (Advanced Auditing); ACC 536 (Accounting Data Analytics); ACC 583 (Capstone)</p></div> </div> <div class="clearfix text-formatted field field--name-field-teaching field--type-text-long field--label-above"> <div class="field__label">Teaching</div> <div class="field__item"><p>Advanced auditing; Accounting Data Analytics; Capstone, and special topics in accounting. He previously, taught seminars in finance (investment, corporate finance, financial strategy, and special topics in finance). DBA finance research supervisor at UIAPR.</p></div> </div> <div class="clearfix text-formatted field field--name-field-editorial-boards field--type-text-long field--label-above"> <div class="field__label">Editorial Boards</div> <div class="field__item"><p>Reviewer in several conferences and IJAIS, JIS, and Information systems frontiers.</p></div> </div> <div class="field field--name-field-title field--type-string field--label-hidden field__item">Professor</div> <div class="field field--name-field-headshot field--type-image field--label-hidden field__item"> <img loading="lazy" src="/sites/default/files/styles/webp_250_x_250_scale_and_crop_/public/directory_photos/Ahmad%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20_Jumah_ajuma4.jpg.webp?itok=6FDktKaK" width="250" height="250" alt="Ahmad Jumah" class="image-style-webp-250-x-250-scale-and-crop-"> </div> <div class="clearfix text-formatted field field--name-field-specialization field--type-text-long field--label-inline"> <div class="field__label">Area of Specialization</div> <div class="field__item"><p><strong style="color: rgba(0, 0, 0, 0.6);">Area of specialization</strong><span style="color: rgba(0, 0, 0, 0.6);">: Accounting, Auditing, &amp; Financial Performance &amp; Analytics</span></p></div> </div> Mon, 07 Dec 2020 14:58:52 +0000 Directory 6627544 at Kristi Barnwell /directory/kristi-barnwell <span class="field field--name-title field--type-string field--label-hidden">Kristi Barnwell</span> <span class="field field--name-uid field--type-entity-reference field--label-hidden"><span>Directory</span></span> <span class="field field--name-created field--type-created field--label-hidden"><time datetime="2020-12-07T08:58:52-06:00" title="Monday, December 7, 2020 - 08:58" class="datetime">Mon, 12/07/2020 - 08:58</time> </span> <div class="field field--name-field-area-of-expertise field--type-entity-reference field--label-inline clearfix"> <div class="field__label">Area of Expertise</div> <div class="field__items"> <div class="field__item"><a href="/taxonomy/term/2600003402" hreflang="und">Gender Issues</a></div> <div class="field__item"><a href="/taxonomy/term/2600003404" hreflang="und">Global Perspectives</a></div> <div class="field__item"><a href="/taxonomy/term/2600003428" hreflang="und">Middle East</a></div> <div class="field__item"><a href="/taxonomy/term/2600003431" hreflang="und">Online Education</a></div> </div> </div> <div class="clearfix text-formatted field field--name-body field--type-text-with-summary field--label-hidden field__item"><p>"The classroom remains the most radical space of possibility in the academy⿦Urging all of us to open our minds and hearts so that we can know beyond the boundaries of what is acceptable, so that we can think and rethink, so that we can create new visions⿦." --bell hooks, <em>Teaching to Transgress</em></p><p><br></p><p><strong>Dr. Kristi N. Barnwell </strong>received her Ph.D. from the University of Texas, Austin in History in 2011. She has published works on the creation of the United Arab Emirates, British imperialism and American-Jordanian relations.</p><p><br></p><p><strong>Undergraduate courses taught: </strong></p><ul><li>HIS 161: Introduction to the Modern Middle East (Falls, on ground)</li><li>HIS/WGS 211: Women and Gender in the Middle East (Springs, on ground)</li><li>HIS 373: ECCE Reading Arab Pasts (online and on ground)</li><li>HIS 375: ECCE Conflict in the Middle East (online and on ground)</li><li>HIS 475: ECCE Imperialism and Nationalism (online and on ground)</li><li>HIS 470: Research in the Arab Gulf</li></ul><p><br></p><p><strong>Graduate seminars: </strong></p><ul><li>HIS 501: Graduate History Colloquium (Fall, on ground)</li><li>HIS 504: American Material Life (Spring 2024, on ground)</li><li>HIS 510s: Theories of British Imperialism (2011), Modern Middle East Culture and Society (2016), Race and Slavery in the Middle East (2021)</li></ul><p><br></p><p><strong>Awards: </strong></p><ul><li><a href="/academic-affairs/faculty-awards-honors/pearson-faculty-award-guidelines" rel="noopener noreferrer" target="_blank">Pearson Faculty Award</a> for excellence in teaching (2022)</li><li>CLAS Award for excellence in teaching (2021)</li><li>CLAS Award for excellence in service (2017)</li></ul><p><br></p><p><strong>Publications (selected): </strong></p><ul><li><a href="https://www.bloomsbury.com/us/formation-of-the-uae-9781838605278/" rel="noopener noreferrer" target="_blank"><em>The Formation of the UAE: State Building and Arab Nationalism in the Middle East </em>(forthcoming, Spring 2024) from I.B. Tauris/Bloomsbury Academic</a></li><li>"Centering Students in Peer-led Discussion Boards," <em>Issues in Middle East Studies</em>, May 2022, pp. 23-24.</li><li><a href="https://www.jstor.org/stable/44742880?casa_token=AYVyh4u_NQ8AAAAA%3AEITQ1d875ZJiIkvdiwvnTCAHrAtEGJb-dmgDsEcZtoBVepIFMQI3-uSQBvGJNpbypRseWmFLUgQmlNMMLJ7S_x7GLnA006ul7v5CF2OsFSrtHEMB13k" rel="noopener noreferrer" target="_blank">"Overthrowing the Shaykhs: The Trucial States at the Intersection of Anti-Imperialism, Arab Nationalism, and Politics," <em>Arab Studies Journal</em> (2016).</a></li><li><a href="https://doi.org/10.1080/09592296.2011.576540" rel="noopener noreferrer" target="_blank">"'Caught Between His Friends and His Enemies': The Evolution of American-Jordanian Collaboration in the 1960s," <em>Diplomacy &amp; Statecraft</em> (2011)</a></li></ul></div> <div class="field field--name-field-office-location field--type-string field--label-inline clearfix"> <div class="field__label">Office Location</div> <div class="field__item">UHB 3070</div> </div> <div class="field field--name-field-department field--type-entity-reference field--label-hidden field__items"> <div class="field__item">History</div> </div> <div class="field field--name-field-phone-number field--type-telephone field--label-inline clearfix"> <div class="field__label">Phone Number</div> <div class="field__item"><a href="tel:217-206-7420">217-206-7420</a></div> </div> <div class="clearfix text-formatted field field--name-field-publications field--type-text-long field--label-above"> <div class="field__label">Publications</div> <div class="field__item"><p>Modern Middle East, United Arab Emirates, British Imperialism, US-Jordanian Relations</p></div> </div> <div class="field field--name-field-email field--type-email field--label-inline clearfix"> <div class="field__label">Email</div> <div class="field__item"><a href="mailto:kbarn2@uis.edu">kbarn2@uis.edu</a></div> </div> <div class="clearfix text-formatted field field--name-field-involve field--type-text-long field--label-above"> <div class="field__label">Involvement</div> <div class="field__item"><p>UPI 4100/UIS United Faculty President and Grievance Officer</p><p>Campus Senator, CLASS Representative</p><p>Member, CLASS Curriculum Committee</p><p>Chair, University Requirements Committee</p><p>Faculty Advisor, Political Understanding and Activism Club</p></div> </div> <div class="clearfix text-formatted field field--name-field-teaching field--type-text-long field--label-above"> <div class="field__label">Teaching</div> <div class="field__item"><p>Middle East History, History methods, Material Culture, Global Studies, Women and Gender Studies</p></div> </div> <div class="field field--name-field-title field--type-string field--label-hidden field__item">Associate Prof.</div> <div class="field field--name-field-headshot field--type-image field--label-hidden field__item"> <img loading="lazy" src="/sites/default/files/styles/webp_250_x_250_scale_and_crop_/public/directory_photos/Kristi%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20%20_Barnwell_kbarn2.jpg.webp?itok=b89Tk731" width="250" height="250" alt="Kristi Barnwell" class="image-style-webp-250-x-250-scale-and-crop-"> </div> <div class="clearfix text-formatted field field--name-field-specialization field--type-text-long field--label-inline"> <div class="field__label">Area of Specialization</div> <div class="field__item"><p>Middle East politics, culture, and history</p></div> </div> Mon, 07 Dec 2020 14:58:52 +0000 Directory 6627481 at