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Explore the fascinating intersection of mechanobiology and engineering through shape control principles, examining innovative approaches to material morphing and transformation mechanisms.
Explore statistical properties of convex hulls in 2D stochastic processes, focusing on Brownian paths and their applications in animal population ranges and epidemic spread modeling.
Delve into advanced concepts of fluctuating hydrodynamics in spin chain systems, exploring theoretical frameworks and their applications in statistical physics of living matter.
Explore groundbreaking research on active particle dynamics in complex environments, focusing on direct numerical simulation methods and their applications in living matter systems.
Explore the fascinating world of electroreception in bees and arthropods, discovering how these creatures detect and utilize electric fields in their environment through mathematical modeling.
Discover how chemotactic cell interactions and attractants influence cancer spread, while exploring fascinating cellular navigation through maze-like environments in this advanced biological research presentation.
Explore cellular Potts modeling techniques for analyzing cell behavior, microenvironment interactions, and multicellular development through mathematical and computational approaches.
Explore the fascinating dynamics of bioinspired active systems and their self-organizing principles through cutting-edge research in statistical physics and living matter.
Discover groundbreaking techniques in microrheology through shape fluctuation analysis, exploring both equilibrium and non-equilibrium materials in living matter with advanced statistical physics approaches.
Explore the mathematical principles of information theory in neural tube patterning, focusing on morphogen gradients, cell fate determination, and gene regulatory networks.
Explore the principles of large deviation theory and its physical applications through Professor Touchette's analysis of non-equilibrium states and adaptive control in living matter.
Dive into the fundamentals of large deviation theory and its statistical physics applications, focusing on random variable sums and their role in understanding physical systems and rare events.
Explore the fascinating intersection of topology and statistics in living systems through advanced mathematical frameworks and their applications to biological and non-biological matter.
Explore advanced mathematical techniques for solving inverse scattering problems using Lippmann-Schwinger equations combined with data-driven reduced order models and Lanczos orthogonalization methods.
Dive into the mathematical foundations of diffusion models, exploring key concepts and statistical principles behind data-driven engineering with Professor Durmus from École Polytechnique.
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