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Dive into Determinantal Point Processes with Alexander Bufetov from Institut de Mathematiques de Marseille, France. Offered by ICTP Mathematics, expect 1-2 hours of material.
Learn Kleinian groups coding in under an hour with Chenxi Wu from Rutgers University, offered by ICTP Mathematics.
Dive into the world of random matrices with Manju Krishnapur from IIS, Bangalore. This short ICTP Mathematics session explores theorems, proofs, and Hankel case.
Explore soliton quantization and random partitions with Alexander Moll from Northeastern University, Boston. Dive into periodic travelling waves, Benjamin Ono equation, and more in under an hour with ICTP Mathematics.
Dive into the world of random matrix theory with this short, intensive session from ICTP Mathematics, led by Sandrine PECHE of Universite' Paris Diderot.
Dive into Asymptotics for the lower tail of the KPZ equation with ICTP Mathematics. Learn from Mattia Cafasso in less than an hour.
Explore random matrices and Dyson-Schwinger equations with Alice Guionnet from ENS, Lyon, France. Offered by ICTP Mathematics, this under 1-hour material covers operator algebra, covariances, and limit theorems.
Explore the asymptotics of orthogonal polynomial ensembles with integrable methods in this under 1-hour material from ICTP Mathematics, led by Ken McLaughlin from Colorado State University.
Explore non-Hermitian random matrices with ICTP Mathematics. Learn about eigenvalues, the circular law, universality conjecture, and spectral universality in under an hour.
Dive into Determinantal Point Processes with Alexander Bufetov from Institut de Mathematiques de Marseille, France. Offered by ICTP Mathematics, this less than 1-hour material covers Markov chains, Young graphs, and more.
Explore variational problems and spectral curves in hermitian matrix models with this under 1-hour material from ICTP Mathematics, led by a University of Michigan expert.
Explore color-position symmetry in particle systems with Alexey Bufetov from the University of Bonn, Germany. Offered by ICTP Mathematics, this less than 1-hour material covers topics from probability to simulation.
Explore random matrices and Dyson-Schwinger equations with Alice Guionnet from ENS, Lyon, France. Offered by ICTP Mathematics, this less than 1-hour material covers matrix models, integration, and unique solutions.
Explore the Boussinesq Equations, buoyancy-driven convection, and stability criteria in this under 1-hour material from ICTP Mathematics, led by a University of Virginia professor.
Dive into solving the 4NLS with white noise initial data in this 1-2 hour material from ICTP Mathematics, featuring Nikolay Tzvetkov. Explore PDEs, globalization arguments, and more.
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