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MSL Seminar Series: September – Invited Speaker, Dr. Anotida Madzvamuse

September 18 @ 3:00 pm - 4:00 pm

Invited Speaker:

Dr. Anotida Madzvamuse

Department of Mathematics, University of British Columbia

This seminar will be presented in a hybrid format. Audience members are welcome to attend either in person at the MSL lecture theatre (room 102) or via the zoom link. Those connecting via zoom will be able to ask questions during the Q&A portion using the chat function.

Host: Dr. Martin Hirst

Zoom registration link: https://ubc.zoom.us/meeting/register/u5clcuqpqD4uGdepKCsPWvI4Sg_g4fjvNbIs

Talk title: A roadmap towards mechanobiochemically-inspired artificial cells: A geometric bulk-surface PDE approach for single cell dynamics

Abstract: In this talk, I will present a new mathematical formalism of geometric bulk-surface partial differential equations (G-BS-PDEs) for studying mechanisms for 2- and 3-D single and collective cell migration. This formalism allows us to study both intra- and extra-cellular spatiotemporal dynamics associated with the biochemical processes and mechanical properties of single cells during migration. In this talk, I will present three approaches, a geometric surface partial differential equation approach whereby cell migration is driven only by forces acting on the cell plasma membrane, an image-based geometric surface partial differential equation approach where cell migration is based on an optimal control using phase-fields and finally, a geometric bulk-surface partial differential equation approach that couples the biochemistry of actin and myosin molecular concentrations with a visco-elastic continuum mechanical model for the actin cytoskeleton displacements. All three formalisms allow us to study how cells migrate through isotropic and non-isotropic environments as well as providing valuable biological information such as computing cell morphological changes, speed, velocity, area/volume, surface tension, curvature, proliferation rates during cell division (a process that is generally undertaken manually in experimental laboratories), etc.

Single and collective cell migration are essential for physiological, pathological and biomedical processes in development, repair, and disease; e.g., in embryogenesis, wound healing, immune response, cancer metastasis, tumour invasion, and inflammation. Therefore, this work contributes to experimental, medical and bioengineering by proposing a mathematical and computational framework that naturally encodes the biophysics of cells to study mechanisms for single and collective cell migration through complex anisotropic environments. This formalism paves way for designing in-silico computational cells suitable for probing and investigating key processes associated with cell migration.

Details

Date:
September 18
Time:
3:00 pm - 4:00 pm
Event Categories:
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Venue

Michael Smith Laboratories Auditorium (Room 102)
2185 East Mall
Vancouver, British Columbia V6T 1Z4 Canada
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