Modelling to Support Regions Implementing an Elimination Strategy
Explore mathematical modeling techniques for regional disease elimination strategies, focusing on public health applications and policy support.
Logarithms: Applications in Mobile Technology, Pandemic Modeling, and Social Networks
Explore logarithms' relevance in modern life, from pandemic modeling to information theory and social networks. Discover their history and applications in this insightful lecture by Professor Oliver Johnson.
Structural and Stochastic Modeling to Study the Dynamics of Tumor-Immune Interactions
Explore structural and stochastic modeling techniques to analyze tumor-immune interactions, enhancing understanding of cancer dynamics and potential treatment strategies.
Using Mathematical Approaches to Describe and Understand Cancer
Explore mathematical modeling in cancer research, covering population dynamics, systems biology, and machine learning to enhance understanding and treatment of this complex disease.
System Performance and Queuing Theory - Concepts and Application
Explore queueing theory basics and its application to software systems. Learn to configure systems, predict performance, and identify breaking points using real-world data and metrics.
Mixed Volumes of Chemical Reaction Networks
Explore mixed volumes in chemical reaction networks, focusing on mathematical applications in systems biology and biochemistry.
Navigating Uncertainty with the Power of Data: Probability and Statistics Unraveled
Explore probability and statistics to harness data's power in navigating uncertainty. Learn problem-solving skills and gain broader exposure to undergraduate-level mathematics and statistics.
Hypergeometric Matrix Models and their Duals
Explore hypergeometric functions of complex matrices, their connections to algebraic combinatorics, and a novel approach to approximating these functions using Hurwitz theory concepts.
Branching Random Walks on Zd for d ≥ 4 - Excess Folding and Branching Capacity
Explore estimates for excess folding in Branching Random Walks and the role of branching capacity in higher dimensions, presented by Amine Asselah at IPAM's Statistical Mechanics Workshop.
Toric Promotion with Reflections and Refractions
Exploration of toric promotion with reflections and refractions in combinatorial billiards, generalizing dynamics and revealing orbit structures in various graph configurations.
The Delannoy Category - Symmetric Tensor Categories and Representation Theory
Explore the Delannoy Category in symmetric tensor theory, featuring classification of simple objects, tensor product rules, and a combinatorial model using Delannoy paths.
Bifurcation Phenomena in Geometric Variational Problems
Explore classical Bifurcation Theory and its modern applications in Riemannian Geometry, covering minimal and constant mean curvature surfaces and the Yamabe problem.
On the Geometry of Uniform Meandric Systems
Exploring the geometry of meandric systems, focusing on a century-old question about loop crossings. Presents a conjecture on large-scale geometry and related rigorous results.
Mathematical Modeling of Glacier Flow - Deriving the Nonlinear Wave Equation
Explore glacier flow modeling through nonlinear wave equations, featuring real footage from Svalbard. Learn mass conservation, Navier-Stokes equations, and Glen's Flow Law in this engaging mathematical journey.
Dynamics of Biological Systems - Lecture 5
Explore biological dynamics using physics tools to model and predict complex living systems, from predator-prey oscillations to bacterial motility and collective behavior in fluids.
Dynamics of Biological Systems - Lecture 8
Explore biological dynamics using physics tools to model and predict complex living systems, from predator-prey oscillations to bacterial motility and collective behavior in fluids.
Dynamics of Biological Systems - Lecture 7
Explore biological dynamics using physics principles. Learn to model predator-prey oscillations, ecosystem chaos, and microbial swimming. Gain insights into species competition, population changes, and collective behavior in fluids.
Dynamics of Biological Systems - Lecture 6
Explore biological dynamics using physics tools to model and predict complex living systems, from predator-prey oscillations to bacterial motility and collective behavior in fluids.
Stochastic Box-Ball System - Convergence to Brownian Motion
Explore the stochastic version of the box-ball system and its convergence to semi-martingale reflecting Brownian motion in this mathematical presentation on discrete-time dynamical systems.
MathWorks Math Modeling Challenge 2024 - York Community High School Finalist Presentation
Innovative mathematical modeling by high school students predicts future housing shortages and homelessness in the U.S., showcasing STEM skills in a prestigious competition with scholarship opportunities.
MathWorks Math Modeling Challenge 2024 - 3rd Place Presentation by Livingston High School
Livingston High School team presents their mathematical model predicting future housing shortages and homelessness in the U.S., showcasing innovative problem-solving skills in the MathWorks Math Modeling Challenge.