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Blow Up Formulae and Invariants II - Dimension Theory

Blow Up Formulae and Invariants II - Dimension Theory

Blow Up Formulae and Invariants I - Blow-up Formula for Quantum Cohomology

Blow Up Formulae and Invariants I - Blow-up Formula for Quantum Cohomology

Nikolas Kuhn (March 26, 2021): A blowup formula for virtual Donaldson invariants

Nikolas Kuhn (March 26, 2021): A blowup formula for virtual Donaldson invariants

Dominic Joyce - Enumerative invariants in Algebraic Geometry and wall crossing formulae

Dominic Joyce - Enumerative invariants in Algebraic Geometry and wall crossing formulae

CIMPA@LUMS (Lecture 2) : Nguyen Dang Hop (Hanoi Institute of Mathematics) , Homological Invariants …

CIMPA@LUMS (Lecture 2) : Nguyen Dang Hop (Hanoi Institute of Mathematics) , Homological Invariants …

CIMPA@LUMS (Tutorial) : Nguyen Dang Hop (Hanoi Institute of Mathematics) , Homological Invariants …

CIMPA@LUMS (Tutorial) : Nguyen Dang Hop (Hanoi Institute of Mathematics) , Homological Invariants …

Bernd Ammann - Yamabe constants, Yamabe invariants, and Gromov-Lawson surgeries

Bernd Ammann - Yamabe constants, Yamabe invariants, and Gromov-Lawson surgeries

Invariant measures for nonlinear dispersive equations - Bjoern Bringmann

Invariant measures for nonlinear dispersive equations - Bjoern Bringmann

Second order conformally invariant elliptic equations - IV

Second order conformally invariant elliptic equations - IV

A View on Dimensional Analysis: Scaling Invariants for Parameter Reductions in Dynamical Systems

A View on Dimensional Analysis: Scaling Invariants for Parameter Reductions in Dynamical Systems

CIMPA@LUMS (Lecture 1) : Nguyen Dang Hop (Hanoi Institute of Mathematics) , Homological Invariants …

CIMPA@LUMS (Lecture 1) : Nguyen Dang Hop (Hanoi Institute of Mathematics) , Homological Invariants …

Maxim Kontsevich - From Equivariant Blow-Ups to Modular Symbols (November 13, 2019)

Maxim Kontsevich - From Equivariant Blow-Ups to Modular Symbols (November 13, 2019)

Example 3.8 (Generalized Euler-Poisson systems): finite-time blow up

Example 3.8 (Generalized Euler-Poisson systems): finite-time blow up

3D Navier-Stokes equations: the dynamics of a blow-up - Alexey P Cheskidov

3D Navier-Stokes equations: the dynamics of a blow-up - Alexey P Cheskidov

Andrea Nahmod - Invariant Gibbs Measures for 2D NLS and 3D Cubic NLW

Andrea Nahmod - Invariant Gibbs Measures for 2D NLS and 3D Cubic NLW

GPDE Workshop - Conformal invariants and nonlinear Yamabe problem on manifolds... - Sophie

GPDE Workshop - Conformal invariants and nonlinear Yamabe problem on manifolds... - Sophie

Abstraction - Seminar 2 - Resolution I, blowing up

Abstraction - Seminar 2 - Resolution I, blowing up

A birational model of the Cartwright-Steger surface - Igor Dolgachev

A birational model of the Cartwright-Steger surface - Igor Dolgachev

2018 Taipei Conference on Geometric Invariance and Partial Differential Equations

2018 Taipei Conference on Geometric Invariance and Partial Differential Equations

Maxim Kontsevich - 1/4 Birational Invariants from Gromov-Witten Theory

Maxim Kontsevich - 1/4 Birational Invariants from Gromov-Witten Theory

Discussion led by Maxim Kontsevich and Richard Thomas

Discussion led by Maxim Kontsevich and Richard Thomas

Manuel DEL PINO - Bubbling blow - up in critical parabolic problems

Manuel DEL PINO - Bubbling blow - up in critical parabolic problems

Tony Pantev - Birational and Singularity Invariants from nc Hodge Theory

Tony Pantev - Birational and Singularity Invariants from nc Hodge Theory

Hiraku Nakajima - Donaldson = Seiberg-Witten from Mochizuki's formula and instanton counting

Hiraku Nakajima - Donaldson = Seiberg-Witten from Mochizuki's formula and instanton counting

Maxim Kontsevich: Analyticity and Resurgence

Maxim Kontsevich: Analyticity and Resurgence

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