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UID:DSC-21635
DTSTART;TZID=Europe/Berlin:20250128T110000
SEQUENCE:1738046280
TRANSP:OPAQUE
DTEND;TZID=Europe/Berlin:20250128T123000
URL:https://www.dresden-science-calendar.de/calendar/en/detail/21635
LOCATION:TUD Andreas-Pfitzmann-Bau\, Nöthnitzer Straße 4601069 Dresden
SUMMARY:Edelstein-Keshet: Data\, models and simulations of single cell moti
 lity
CLASS:PUBLIC
DESCRIPTION:Speaker: Prof. Leah Edelstein-Keshet\nInstitute of Speaker: Dep
 artment of Mathematics\, University of British Columbia Vancouver\, Canada
 \nTopics:\nBiologie\, Informatik\, Mathematik\, Medizin\, Willkommen\n Loc
 ation:\n  Name: TUD Andreas-Pfitzmann-Bau (APB-1096 / https://navigator.tu
 -dresden.de/etplan/apb/01)\n  Street: Nöthnitzer Straße 46\n  City: 0106
 9 Dresden\n  Phone: \n  Fax: \nDescription: <p>Immune cells such as neutro
 phils (white blood cells) can navigate to sites of infection. Their direct
 ed motility is regulated by patterns of activity of intracellular proteins
  (such as Rac). That activity determines where filamentous actin (F-actin)
  will assemble and power cell protrusion. Modeling these systems has been 
 one of my interests for some time. A challenge has always been to link spa
 tial (PDE) models of the relevant proteins to cell shape and motion. Here 
 I will describe two recent projects that greatly benefitted from the Morph
 eus software made publicly available by the TU Dresden group (Lutz Brusch\
 , Jörn Starruß). In (1)\, a theoretical PDE model for Rac and F-actin th
 at we studied analytically (PhD student Jack Hughes and collaborator Arik 
 Yochelis) was visualized in Morpheus simulations of motile cells to show d
 ynamic transitions between polar and ruffling cells (MSc student Jupiter A
 lgorta). In (2)\, optogenetic experiments by Jason Town and Orion Weiner (
 UCSF) were modeled and simulated in Morpheus (by Jupiter Algorta) to explo
 re the hypothesis that Rac promotes its own local inhibitor. Morpheus allo
 ws us to implement the PDE dynamics on the edge of a cell and to track the
  protrusion\, motion\, and response to stimuli of that cell.</p> <p>(1) J.
  M. Hughes\, S. Modai\, L. Edelstein-Keshet\, A. Yochelis: Travelling wave
 s and wave pinning (polarity): Switching between random and directional ce
 ll motility. arXiv:2410.12213\, 2024.</p> <p>(2) J. Algorta\, A. Fele-Para
 nj\, J. M. Hughes\, L. Edelstein-Keshet: Modeling and Simulating Single an
 d Collective Cell Motility. Cold Spring Harbour Perspectives in Biology\, 
 2024.</p> <p>Prof. Edelstein-Keshet studied Mathematics at Dalhousie Unive
 rsity (Halifax\, Canada) and received her doctorate in Applied Mathematics
  from the Weizmann Institute of Science (Rehovot\, Israel) in 1982\, where
  she worked with Lee Segel.<br> Via Brown University (Providence\, USA) an
 d Duke University (Durham\, USA)\, she moved to the University of British 
 Columbia (Vancouver\, Canada) Dept. of Mathematics in 1989.<br> Her resear
 ch focuses on mathematical models of cell motility\, and collective behavi
 or. She is the author of a popular interdisciplinary text book „Mathemat
 ical Models in Biology“ (SIAM). Prof. Edelstein-Keshet is a former presi
 dent of the Society for Mathematical Biology (SMB\, 1995-1997) and Fellow 
 of SMB and SIAM (2014). She was awarded the Arthur Winfree Prize of SMB (2
 021)\, the John von Neumann Prize Lecturer of SIAM (2022) and the CRM-Fiel
 ds-PIMS Prize of the Canadian Mathematics institutes (2025).</p> <p><stron
 g>ONLINE</strong>: Link ZIH-Colloquia (https://bbb.tu-dresden.de/b/har-oa6
 -col-lmy)</p>
DTSTAMP:20260421T063649Z
CREATED:20250111T063812Z
LAST-MODIFIED:20250128T063800Z
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