<h1 id="presentation-available-online">Presentation available online</h1> <img src="/hugo_presentation/qr_f498191732c47616.png" width="450" height="450"> <p><strong><a href="https://filouplains.github.io/hugo_presentation/presentation/jobim_2026/">https://filouplains.github.io/hugo_presentation/presentation/jobim_2026/</a></strong></p> <p>===</p> <h1 id="drug-design-cost-and-time-consuming">Drug-design: cost and time-consuming</h1> <br> <p>Review by Steven M. PAUL <em>et al.</em> in 2010* shows:</p> <ul> <li>2.8 billion USD of investissement</li> <li>14 years to make a drug</li> </ul> <br> <blockquote class="small_note"><p>*Paul, S. <em>et al.</em> How to improve R&D productivity: the pharmaceutical industry’s grand challenge. Nat Rev Drug Discov 9, 203–214 (2010). <a href="https://doi.org/10.1038/nrd3078">https://doi.org/10.1038/nrd3078</a></p> </blockquote> <p>===</p> <h1 id="ai-is-the-solution">AI is the solution?</h1> <img src="./img/pubmed.png" height="650cm"> <p>===</p> <h1 id="interpretability-problem">Interpretability problem…</h1> <br> <div class="black-box"> <p>black box</p> </div> <hr> <div id="grid-1"><div> <img src="./img/logo_ibpc.png" height="150cm"> </div><div> <img src="./img/logo_lbt.png" height="150cm"> </div><div> <img src="./img/logo_upcite.png" height="150cm"> </div><div> <img src="./img/logo_cnrs.png" height="150cm"> </div></div> <style> #grid-1 { display: grid; grid-template-columns: 1fr 1fr 1fr 1fr; } </style> <br> <h1 id="visualization-driven-pipeline-for-drug-design-through-generative-ai">Visualization-driven pipeline for drug-design through generative AI</h1> <p><strong>Lucas ROUAUD</strong><br> 3^rd year PhD student</p> <br> <div id="grid-2"><div> <div align="left" class="title-page-footer"> **Director:** Marc BAADEN\ **Codirector:** Antoine TALY </div> </div><div> <div align="right" class="title-page-footer"> IBPC - LBT - UMR 8266 UPC/CNRS\ ED 388 </div> </div></div> <style> #grid-2 { display: grid; grid-template-columns: 1fr 1fr; } </style> <hr> <h1 id="main-pipeline-objectives">Main pipeline objectives</h1> <br> <ol> <li>Find a new ligand from an existing one</li> <li>Have visualization method to understand what is happening</li> </ol> <p>===</p> <div class="pipeline" id=""> <?xml version="1.0" encoding="UTF-8" standalone="no"?> <svg version="1.1" viewBox="0 0 697 433" fill="none" stroke="none" stroke-linecap="square" stroke-miterlimit="10" id="svg81" sodipodi:docname="AMMIB.svg" inkscape:version="1.4.2 (ebf0e940d0, 2025-05-08)" width="697" height="433" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns="http://www.w3.org/2000/svg" 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Diego Barquero Morera, Giovanni Mattiotti, Alexandar Kocev, Amshuman Rousselot, Louis Meuret, <strong>Lucas Rouaud</strong>, Hubert Santuz, Marc Baaden, Antoine Taly, and Samuela Pasquali. Journal of Chemical Theory and Computation 2025 21 (18), 9120-9135. DOI: 10.1021/acs.jctc.5c00688</p> </blockquote> <p>===</p> <h1 id="smiffer-1"><code>smiffer</code></h1> <br> <div id="grid-5"><div> ### Installation <pre> <code class='language-bash'>$ pipx install \ smiffer</code> </pre> </div><div> ### Documentation <https://smiffer.mol3d.tech/> </div><div> ### Source code <https://gitlab.galaxy.ibpc.fr/rouaud/smiffer> </div><div> <img src="/hugo_presentation/qr_767237af7c51afbd.png" width="259" height="259"> </div><div> <img src="/hugo_presentation/qr_7cd382f772f03e82.png" width="259" height="259"> </div><div> <img src="/hugo_presentation/qr_5a045320e0f39cc2.png" width="287" height="287"> </div><div> </div></div> <style> #grid-5 { display: grid; grid-template-columns: 1fr 1fr 1fr; } </style> <p>===</p> <h1 id="strange"><code>strange</code></h1> <ul> <li>Take in input 1 or 2 molecules</li> <li>Compute pharmacophore in interaction (intra or between two elements)</li> <li>Works with MDAnalysis selection</li> <li>Output pharmacophore in interaction in <code>.csv</code></li> <li>Output a visualization file</li> </ul> <p>===</p> <h1 id="strange-1"><code>strange</code></h1> <br> <div style="width: 80%; margin: auto;"> <ul> <li>Based on <strong>pharmacophore</strong>: <blockquote> <p>Set of sterics and electronics properties of a molecule to ensure optimal supramolecular interactions to trigger or block a biological response of a given target</p> </blockquote> </li> <li>Why? <ul> <li>Generic, so the software works on any systems</li> <li>Used by the AI to make ligands with the same properties</li> </ul> </li> </ul> </div> <p>===</p> <h1 id="strange-2"><code>strange</code></h1> <br> <div id="grid-6"><div> ### Installation <pre> <code class='language-bash'>$ pipx install \ strange-mol</code> </pre> </div><div> ### Documentation <https://strange.mol3d.tech> </div><div> ### Source code <https://gitlab.galaxy.ibpc.fr/rouaud/strange> </div><div> <img src="/hugo_presentation/qr_1031913ff652042d.png" width="259" height="259"> </div><div> <img src="/hugo_presentation/qr_f61f4f4510b8163b.png" width="231" height="231"> </div><div> <img src="/hugo_presentation/qr_51807c366566bee4.png" width="287" height="287"> </div><div> </div></div> <style> #grid-6 { display: grid; grid-template-columns: 1fr 1fr 1fr; } </style> <p>===</p> <h1 id="celecoxib-in-cox-2-3ln1">Celecoxib in COX-2 (3LN1)</h1> <div id="molstar-7" class="molstar-container"></div> <hr> <div class="pipeline" id="ai-step"> <?xml version="1.0" encoding="UTF-8" standalone="no"?> <svg version="1.1" viewBox="0 0 697 433" fill="none" stroke="none" stroke-linecap="square" stroke-miterlimit="10" id="svg81" sodipodi:docname="AMMIB.svg" inkscape:version="1.4.2 (ebf0e940d0, 2025-05-08)" width="697" height="433" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns="http://www.w3.org/2000/svg" xmlns:svg="http://www.w3.org/2000/svg"> <defs id="defs81"> <defs id="defs6"> <linearGradient 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dominant-baseline="central"><tspan fill="#e74c3c" x="0px" y="-0em">O</tspan></text></g><g style="transform: translateX(83.38983893619651px) translateY(268.22871309566693px)"><text class="element" fill="#ffffff" data-direction="down" dominant-baseline="central"><tspan fill="#e74c3c" x="0px" y="0em">O</tspan></text></g><g style="transform: translateX(62.255204307324775px) translateY(220.75948918054382px)"><text class="element" fill="#ffffff" data-direction="up" dominant-baseline="central"><tspan fill="#e74c3c" x="0px" y="-0em">O</tspan></text></g><g style="transform: translateX(-41.335176768991666px) translateY(236.3118034791322px)"><text class="element" fill="#ffffff" data-direction="up" dominant-baseline="central"><tspan fill="#e74c3c" x="0px" y="-0em">O</tspan></text></g><g style="transform: translateX(-48.38140660593193px) translateY(303.35191274705545px)"><text class="element" fill="#ffffff" data-direction="down" dominant-baseline="central"><tspan fill="#e74c3c" x="0px" y="0em">O</tspan></text></g><g style="transform: translateX(168.71044315909103px) translateY(232.11368235005276px)"><text class="element" fill="#ffffff" data-direction="up" dominant-baseline="central"><tspan fill="#e74c3c" x="0px" y="-0em">O</tspan></text></g></g></svg> </div> <p>===</p> <h1 id="synthemol"><code>SyntheMol</code></h1> <br> <div id="grid-13"><div> ### Installation <pre> <code class='language-bash'>$ pipx install \ git+http://gitlab.galaxy.ibpc.fr/prabakaran/synthemol</code> </pre> </div><div> ### Original source code <https://github.com/swansonk14/SyntheMol> </div><div> ### Source code <https://gitlab.galaxy.ibpc.fr/prabakaran/synthemol> </div><div> </div><div> <img src="/hugo_presentation/qr_86dfda74dee2e6f0.png" width="259" height="259"> </div><div> <img src="/hugo_presentation/qr_a240c348aa25701c.png" width="287" height="287"> </div><div> </div></div> <style> #grid-13 { display: grid; grid-template-columns: 33% 1fr 1fr; } </style> <hr> <div class="pipeline" 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width="200cm"> <img src="./img/project_member/isleme_khalfaoui.jpeg" width="200cm"> <img src="./img/project_member/etienne_reboul.jpg" width="200cm"> </div>