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Institute for Advanced Study
Towards a Mathematical Model of the Brain - Lai-Sang Young

Explore mathematical approaches to modeling brain dynamics, from local neural populations to complex cognitive functions, with insights on synchronization, memory, and visual processing.
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Institute for Advanced Study
Mathematical Models of Human Memory - Michail Tsodyks

Explore mathematical models of human memory, covering simplification, recall capacity, experiments, and recognition tests, with insights on memory dynamics and cognitive processes.
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Explore statistical modeling techniques for analyzing noisy count data, focusing on methods to handle variability and uncertainty in numerical datasets.
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Basic Traffic Models and Traffic Waves

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Institute for Pure & Applied Mathematics (IPAM)
Triangular Ice Combinatorics

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Hydrodynamic Limit and Stochastic PDEs Related to Interface Motion

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On Mathematical Modeling in Image Reconstruction and Beyond

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Explore the Kac Model and its variations in mathematical physics, delving into theoretical concepts and practical applications in statistical mechanics.
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Phase Separation in Heterogeneous Media

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An Age-Structured Model of COVID-19 Transmission with Optimal Vaccination

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Expansive Models - Rafael Oswaldo Ruggiero Rodriguez

Explore expansive dynamical systems and their applications in geometry and topology, focusing on key concepts and recent developments in the field.
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Mathematical Modeling of Pandemics, COVID-19, and Social Consequences Across the Americas

Explore mathematical modeling of pandemics, focusing on COVID-19's impact and social consequences in the Americas with experts from University of Miami and Princeton University.
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Mathematical Models of Infectious Diseases - Consequences of Underlying Assumption

Explore the impact of underlying assumptions in mathematical models of infectious diseases, examining their consequences for disease dynamics and control strategies.
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Some Mathematical Insights About Traveling Waves

Explore mathematical insights on traveling waves, focusing on their applications in range expansion and evolutionary processes.
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Explore the mathematical foundations underlying psychological models of the mind, delving into set theory and its applications in cognitive science.
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