Zastosowanie Metod Opartych na Entropii do Odróżnienia Osobników z Rytmem Zatokowym od Pacjentów z Niewydolnością Serca
Poznaj metody entropii do rozróżniania rytmu zatokowego od niewydolności serca. Odkryj zastosowania matematyki w diagnostyce kardiologicznej.
Global Existence and Boundedness for Chemotaxis Models with Local Sensing
Explore global existence and boundedness in chemotaxis models with local sensing. Gain insights into aggregation-diffusion equations and collective behavior in mathematics.
Stochastic Dynamics for Adaptation and Evolution of Microorganisms
Explore stochastic dynamics in microorganism adaptation and evolution through mathematical modeling and population dynamics.
Exponent Dynamics for Branching Processes
Explore exponent dynamics in branching processes with Sylvie Méléard's mathematical insights, focusing on stochastic analysis and numerical probability concepts.
SIR Model Analysis: Case Study of Hong Kong Flu
Explore infectious disease dynamics using the SIR model, applying it to the 1960s Hong Kong flu outbreak in NYC to understand disease spread and intervention strategies.
Mathematical Oncology: Insights into Cancer Treatment from a Mathematical Perspective
Explore mathematical models for cancer treatment, gaining insights into tumor growth, drug delivery, and therapeutic strategies from a quantitative perspective.
Harmonic Persistent Homology for Disentangling Multiway Interaction in Data
Explore Harmonic Persistent Homology for analyzing multi-omics data, uncovering hidden patterns in complex diseases, and identifying biomarkers associated with latent biological pathways.
The Motion of Hybrid Zones - And How to Stop Them
Explore mathematical models of hybrid zones in population genetics, including deterministic approximations, curvature flow, and probabilistic proofs, with applications to invasions and blocking.
Optimal Shape of Tree Roots and Branches - Seminar in Analysis and Methods of PDE
Explore mathematical models for optimal shapes in nature, focusing on tree roots and branches. Examine functionals for sunlight capture and nutrient collection, combined with transportation costs.
The Flow of Polynomial Roots Under Differentiation - SIAM PDE Seminar
Explores the movement of polynomial roots under differentiation, connecting it to a hydrodynamic PDE model similar to those in mathematical biology, with focus on global regularity and trigonometric polynomials.
An Obstacle Problem for Cell Polarization
Explore cell polarization modeling through diffusion equations and reaction-diffusion systems. Discover obstacle-type problems, steady-state stability, and polarization onset parameters in this mathematical biology seminar.
The Mathematics of Life - Making Diffusion Your Friend
Explore how diffusion processes in biology can be modeled mathematically, with insights from a leading expert in mathematical biology and biophysics.
Of Corals and the Cosmos - A Story of Hyperbolic Space
Explore hyperbolic geometry in nature, from corals to cactuses, and its historical significance. Discover how these forms challenge traditional Euclidean concepts and their prevalence in the natural world.
Interview with Noga Alon - Mathematician with 600 Publications
Interview with mathematician Noga Alon discussing his prolific career, interdisciplinary research, and notable contributions to mathematics, including necklace splitting and applications of the Borsuk-Ulam Theorem.
Life Through the Keyhole of Mathematics
Explore how mathematics illuminates our understanding of life, offering unique perspectives on biological processes and evolutionary patterns.
Numerical Approaches to Modelling Curved Surfaces
Explore numerical methods for modeling curved surfaces, focusing on applications in physics and biology.
From Mosquitoes to ChatGPT - The Birth and Strange Life of the Random Walk
Explore the fascinating history and diverse applications of random walks, from mosquito control to AI, and their impact on modern technology and scientific understanding.
Solving PDEs in Domains with Complex Evolving Morphology - Rothschild Lecture
Explore mathematical challenges in solving PDEs on evolving domains, focusing on biological applications. Learn abstract frameworks, well-posedness theory, and numerical methods for complex geometries.
A Mathematical Toolkit for Pandemics
Explore mathematical tools for understanding and managing pandemics with Prof. Julia Gog. Gain insights into modeling, data analysis, and decision-making strategies for infectious disease outbreaks.
Time-Reversal of the Spine of Branching Processes Near Stationarity
Explore homogenization in time-reversed spine processes for branching processes approximating PDEs at stationarity, with focus on biological applications.
Graph Rules and Topological Insights for Inhibitory Network Dynamics
Explore graph rules and topological insights for inhibitory network dynamics, uncovering mathematical principles behind neural networks.