京东 11.11 红包
Random walks and branching random walks_ old and new perspectives - Lecture 5
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Random matrix theory of high-dimensional optimization - Lecture 2
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Random matrix theory of high-dimensional optimization - Lecture 8
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Random discrete surfaces
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Condensation phenomena in random trees - Lecture 2
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Conjectures, heuristics, and theorems in arithmetic statistics - 1 of 2
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Oscillations in Mertens’ product theorem for number fields
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Anomalous Diffusion in Random Dynamical Systems - Sato - Workshop 1 - CEB T3 201
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Calibration of time varying contact compartmental models of SARS-COVID-19
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From portfolio theory to optimal transport and Schrodinger bridge in-between
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Mean-Field Game for Collective Decision-Making in Honeybees via Switched Systems
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SHM - 04112016 - Porous media modelling with 250 years old methods - Gerhard WAN
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Modelling the systemic and tissue-level immune response to SARS-CoV-2
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PIMS Summer Public Lecture_ John Mighton
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The immune response to SARS-CoV-2_ Friend or Foe_
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Boundary Layer Solutions in the Gierer-Meinhardt System
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Mechanistic modeling of the SARS-CoV-2 and immune system interplay unravels desi
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Josselin Garnier, Correlation-based imaging in random media
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What is epithelial-mesenchymal plasticity and why is it important for metastasis
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Optimal Transport for Machine Learning_ Lecture 2
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Random matrix theory of high-dimensional optimization - Lecture 15
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Permutations in random geometry - Lecture 3
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Random walks and branching random walks_ old and new perspectives - Lecture 1
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Geometry of Numbers_ Lecture 9 of 13
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Learning to control networked-coupled subsystems with unknown dynamics
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Surface sums and Yang-Mills gauge theory
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The timing and nature of behavioral responses affect the course of an epidemic
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Symmetric knots and the equivariant 4-ball genus
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Measures, annuli and dimensions
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SHM - 160115 - Constructivismes en mathématiques - Frédéric Brechenmacher
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Moments and periods for GL(3)
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Models for immune system interaction and evolution
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Supersymmetric approach to random band matrices - Tatyana Shcherbyna
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Scalable approximation of integrals using non-reversible methods_ from Riemann t
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On nonlocal interactions in mean field games - Part 2
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Using data-driven stochastic lattice models to improve the representation of con
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724.On the structure of extremal point-line arrangements
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mn1-Convex and Discrete Geometry Summer School
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Crystallography of hyperbolic lattices_ from children's drawings to Fuchsian gro
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How Round is a Jordan Curve_