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Felipe De Brigard | Scholars@Duke profile
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'" alt="Felipe De Brigard"> </a> </div> </div> <div class="col-right"> <div> <div class="flex items-center"> <h1 class="w-full items-center spacing-mb-sm"> <span class="pr-3 leading-d1"> Felipe De Brigard </span> <span class="xs:hidden md:inline"> <span class="inline h-[1.875rem] text-[1.5rem] text-black"> <a title="IMC Lab" class="hover:text-duke-blue-light mr-2" href="http://imclab.org"><i class="fa-solid fa-flask"></i></a> </span> </span> </h1> </div> <div class="sub-h1 font-bold leading-6"> Associate Professor of Philosophy </div> <a href="/organization/50000516" class="primary-org"> Philosophy </a> <div class="grid sm:grid-cols-1 mt-3md:grid-cols-1"> <!--Start left column--> <div> <span class="hidden"></span> <div class="mb-1"> <div class="flex flex-row"> <span role="img" alt="Email Address" title="Email Address" class="fa fa-regular fa-envelope mt-1 w-[0.75rem] mr-2"></span> <span class="prof-contact-info"><a href="mailto:felipe.debrigard@duke.edu">felipe.debrigard@duke.edu</a></span> </div> </div> </div> <!--End left column--> <!--Start right column--> <div> </div> <!--End right column--> </div> <div class="flex flex-row mt-3 w-full"> <div class="w-10/12 min-h-[1rem]"> </div> </div> <span class="xs:block md:hidden"> <span class="inline h-[1.875rem] text-[1.5rem] text-black"> <a title="IMC Lab" class="hover:text-duke-blue-light mr-2" href="http://imclab.org"><i class="fa-solid fa-flask"></i></a> </span> </span> </div> </div> </div> </div> </div> <div class="page-view"> <div class="box con"> <div class="wrap"> <div class="col-left"> <div class="bg-white w-full xs:border-t-[3px] xs:border-t-gray-200 xs:pt-2 md:border-none md:pt-0"> <span class="hidden" old-class="xs:block md:hidden bg-white pl-[1rem] pb-[5px] topic-header uppercase">At a Glance</span> <div class="flex max-h-[100%] bg-white" x-data="{ isWide: function() { // handles initial page load width = (window.innerWidth > 0) ? 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' not-expanded' : 'expanded'"> <div class="flex justify-between w-full items-center"> <span class="flex justify-start hover:underline"> At a Glance </span> <div class="xs:hidden md:block"> </div> </div> </a> </li> </ol> </div> <span class="hidden"> credentials {hide_children: true, active: false, enabled: true} </span> <div x-data="{hide_children: true, active: false, enabled: true}" x-show="(expanded || !hide_children || active) && enabled" class="md:border-b-[1px] border-[rgba(181,181,181,0.25)]"> <ol class="list-none"> <li> <a href="/person/felipe.debrigard/credentials" class="menu-inactive" x-bind:class="expanded==false ? ' not-expanded' : 'expanded'"> <div class="flex justify-between w-full items-center"> <span class="flex justify-start hover:underline"> Credentials </span> <div class="xs:hidden md:block"> <button aria-label="toggle sub-menu" x-bind:aria-expanded="!hide_children" class="leading-loose bg-transparent hover:bg-transparent" @keydown.space.prevent="hide_children = !hide_children" x-on:click.prevent="hide_children = !hide_children"> <i role="img" class="hover:text-[1.2rem] leading-relaxed xs:mt-1 md:mt-1 text-right fa" x-bind:class="hide_children ? 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So far, I have explored ways in which episodic memory both guides and constrains episodic counterfactual thinking (i.e., thoughts about alternative ways in which past personal events could have occurred), and how this interaction affects the perceived plausibility of imagined counterfactual events. I also explore the differential contribution of episodic and semantic memory in the generation of different kinds of counterfactual simulations, as well as the effect of counterfactual thinking on the memories they derive from. In addition, my research attempts to understand how prior experience helps to constrain the way in which we reconstruct episodic memories. Finally, I am also interested in the role of internal attention during conscious recollection. To address these issues I use behavioral and functional magnetic resonance imaging techniques, as well as the conceptual rigor of philosophical analysis.</div> </div> </div> <div class="section-style-1"> <h2 id="current-appointments-affiliations">Current Appointments & Affiliations</h2> <hr> <div> <span class="block"> <span class="t">Associate Professor of Philosophy</span> <span class="font-bold">·</span> <span class="y">2019 - Present</span> </span> <span></span> <span><a class="just-link-color" href="/organization/50000516">Philosophy</a>, <a class="just-link-color" href="/organization/50000491">Trinity College of Arts & Sciences</a> </span> </div> <div> <span class="block"> <span class="t">Associate Professor of Psychology and Neuroscience</span> <span class="font-bold">·</span> <span class="y">2021 - Present</span> </span> <span></span> <span><a class="just-link-color" href="/organization/50000523">Psychology & Neuroscience</a>, <a class="just-link-color" href="/organization/50000491">Trinity College of Arts & Sciences</a> </span> </div> <div> <span class="block"> <span class="t">Member of the Center for Cognitive Neuroscience</span> <span class="font-bold">·</span> <span class="y">2013 - Present</span> </span> <span></span> <span><a class="just-link-color" href="/organization/50000378">Center for Cognitive Neuroscience</a>, <a class="just-link-color" href="/organization/50545114">Duke Institute for Brain Sciences</a> </span> </div> <div> <span class="block"> <span class="t">Associate of the Duke Initiative for Science & Society</span> <span class="font-bold">·</span> <span class="y">2017 - Present</span> </span> <span></span> <span><a class="just-link-color" href="/organization/50000354">Duke Science & Society</a>, <a class="just-link-color" href="/organization/50000278">University Initiatives & Academic Support Units</a> </span> </div> </div> <div class="section-style-1"> <h2 id="education">Education, Training & Certifications</h2> <hr> <div> <span class="block"> <span class="t">University of North Carolina, Chapel Hill · </span> <span class="y">2011</span> </span> <span>Ph.D.</span> </div> <div> <span class="block"> <span class="t">University of North Carolina, Chapel Hill · </span> <span class="y">2007</span> </span> <span>M.A.</span> </div> <div> <span class="block"> <span class="t">Tufts University · </span> <span class="y">2005</span> </span> <span>M.A.</span> </div> <div> <span class="block"> <span class="t">Universidad Nacional de Colombia (Colombia) · </span> <span class="y">2002</span> </span> <span>A.B.</span> </div> </div> <div class="section-style-1"> <h2>External Links</h2> <hr> <span class="block"> <a class="just-link-color" href="http://imclab.org"> <span>IMC Lab</span> </a> </span> </div> </div> </div> </div> </div> </div> </div> </main> <footer class="footer"> <div class="footer-content"> <div class="flex md:flex-row xs:flex-col w-full xs:py-5 p-5 m-0 bg-duke-footer-background"> <!-- column 1 --> <div class="flex flex-col xs:w-auto md:w-3/12 xs:order-3 md:order-1 pl-5 xs:justify-center md:justify-start self-center"> <div class="text-white"> <a href="https://duke.edu/" class="max-h-[1.875rem]"> <img class="h-[3.125rem] no-highlight" src="/images/dukelogo_white.svg" alt="Duke Logo"> </a> </div> <div class="text-white text-sm"> ©2025 Duke University | <span class="text-sm text-white"><a href="https://help.scholars.duke.edu/about/terms-use/">Terms of Use</a></span> </div> </div> <div class="flex flex-row xs:order-1 md:order-2 md:pt-5 xs:self-center xs:justify-between md:justify-around md:self-auto xs:w-[85%] xs:max-w-[85%] md:w-4/12 text-sm"> <!-- keeps these two sections horizontal with each other --> <!-- column 2 --> <div class="flex flex-col xs:pl-0 md:pl-5"> <div class="text-dandelion uppercase">Project</div> <a class="text-white pt-2" href="https://help.scholars.duke.edu/about-scholarsduke/">About</a> <a class="text-white" href="https://help.scholars.duke.edu/secure/data-consumer-resources/">Data Consumers</a> <a class="text-white" href="https://scholars.duke.edu/vivo_admin/home">Manage Scholars Data</a> <a class="text-white" href="https://duke.kualibuild.com/app/6509d6a232976c013aa53b77/run">Contact Us</a> </div> <!-- column 3 --> <div class="flex flex-col md:pl-2"> <div class="text-dandelion uppercase">Support</div> <a class="text-white pt-2" href="https://help.scholars.duke.edu/frequently-asked-questions/">FAQ</a> <a class="text-white" href="https://duke.kualibuild.com/app/6509d6a232976c013aa53b77/run">Report a Bug</a> <a class="text-white" href="https://help.scholars.duke.edu/scholarsduke-user-guide/">Users' Guides</a> <a class="text-white" href="https://help.scholars.duke.edu/">Get Help</a> </div> </div> <!-- column 4 --> <div class="flex flex-col xs:order-2 md:order-3 xs:px-0 md:px-5 py-5 xs:justify-center xs:w-[85%] xs:max-w-[85%] md:max-w-[70%] md:w-5/12 md:pl-4 min-w-[9.375rem] xs:self-center text-sm"> <div class="text-dandelion uppercase">Stay Connected</div> <div class="text-white pt-2"> Get news directly from the Scholars Team, and stay up-to-date on the most recent Tips of the Month, announcements, features, and beta tests. </div> <a href="https://lists.duke.edu/sympa/subscribe/scholars-announcements" class="flex flex-row items-center button xs:px-4 bg-primary-color-02 hover:bg-primary-color-01 text-white xs:text-[0.8rem] xs:w-7/12 md:w-10/12 lg:w-2/3 mt-2"><span class="flex w-11/12 text-left">Subscribe to Announcements</span><span class="text-thistle"><i class="flex w-1/12 text-right text-[0.85rem] fa-solid fa-up-right-from-square"></i></span></a> <!--div class="footer-subscribe"> <input class="order-first flex-initial subscribe-input" name="email" type="text" placeholder="Add your email..." length="255" aria-label="Email address"/> <button class="order-last flex-initial subscribe-button">Subscribe</button> </div--> <div class="xs:w-2/6 md:hidden"> </div> </div> </div> </div> </footer> </body> </html>