Quiver website registration#

I will outline a proof of this conjecture in the case of quiver gauge theories, i.e. It was subsequently conjectured by Gaiotto, that such aВ CoulombВ branch carries the structure of a quantum cluster variety. In their work, the (quantized K-theoretic)В CoulombВ branch is defined as the equivariant K-theory of a certain moduli space specified by a complex reductive group G and its complex representation N. The school will be held in a hybrid format form, with courses and talks given on-site and remotely and all streamed simultaneously through Zoom and recorded.В The Zoom link isДЎ) K-theoreticВ CoulombВ branches and cluster algebras (A.Shapiro, 4 hours)Д«raverman, Finkelberg, and Nakajima have proposed a mathematical definition of theВ CoulombВ branch of a 3d N=4 SUSY gauge theory of cotangent type. It is located in the center of Paris (see В for details). The school will take place in the University of Paris (building Sophie Germain, Amphi Turing, level -1). Meal and transport costs are at your own expense.

Quiver website registration#

The support of your accomodation will be confirmed after your registration has been examined. Weber.ДЄccommodation can be provided by the organisation subject to availability. K-theoreticВ CoulombВ branches and cluster algebras (A.Shapiro)ДЄfter the school there will be a 3-days workshop (in June 20, 21 and 22) with research talks on the same topics.

Vertex functions, stable envelopes, 3d mirror symmetry (R.Rimanyi and A.Smirnov)

Hodge structures - their representation theory and applications (C.Robles and T.Lam) Quantum K theory of flag manifolds (L.Mihalcea) In particular, weвЂ™ll focus on Quantum cohomology and K-theory, Stable envelopes, Quiver varieties, Cluster algebrasвЂ¦The school will consists of 4 courses given by L. The geometric representation theory has developed in many directions recently.В The aim of this school is to give an introduction to several new technics in complex geometry with possible applications toВ representation theory.