Kang Lu: A Drinfeld presentation of twisted Yangians via degeneration
Coulomb branches and Yangians
Yangians and cohomological Hall algebras of Higgs sheaves on curves
Leonid Rybnikov: Bethe subalgebras in Yangians and the wonderful compactification 17.12.2019
Kang Lu: A Drinfeld presentation of twisted Yangians
[PMB 1st Workshop] Affine Yangians and W-algebras in AGT correspondence - R. Kodera
Mamoru Ueda, Affine Yangians and W-algebras.
Prof. Wei Li | Quiver Yangians and their applications
Matthew Rupert, Constructing Quantum Vertex (Co)-Algebras associated to Yangians
Gelfand-Tsetlin modules of Yangians - Jian Zhang
Leonid Rybnikov: Bethe subalgebras in antidominantly shifted Yangians, 31.05.2022
Integrable structures in CFT and affine Yangians (A. Litvinov)
Joel Kamnitzer: Categorical g-actions for modules over truncated shifted Yangians
Leonid Rybnikov - Bethe subalgebras in Yangians and the wonderful compactification
Matthias Staudacher - Q-operators, Yangians, and AdS/CFT Integrability
Mamoru Ueda, Affine super Yangians and rectagular W superalgebras.
Generalized affine Grassmannian slices, truncated shifted Yangians, Hamiltonian... - Joel Kamnitzer
Masahito Yamazaki - Quiver Yangians and Crystal Melting
G.Olshanski — Universal Enveloping Algebras and Yangians. Lecture 1
قد يعجبك أيضا
Kang -
Lu: -
A -
Drinfeld -
presentation -
of -
twisted -
Yangians -
via -
degeneration -
Coulomb -
branches -
and -
Yangians -
Yangians -
and -
cohomological -
Hall -
algebras -
of -
Higgs -
sheaves -
on -
curves -
Leonid -
Rybnikov: -
Bethe -
subalgebras -
in -
Yangians -
and -
the -
wonderful -
compactification -
17.12.2019 -
Kang -
Lu: -
A -
Drinfeld -
presentation -
of -
twisted -
Yangians -
[PMB -
1st -
Workshop] -
Affine -
Yangians -
and -
W-algebras -
in -
AGT -
correspondence -
- -
R. -
Kodera -
Mamoru -
Ueda, -
Affine -
Yangians -
and -
W-algebras. -
Prof. -
Wei -
Li -
| -
Quiver -
Yangians -
and -
their -
applications -
Matthew -
Rupert, -
-
Constructing -
Quantum -
Vertex -
(Co)-Algebras -
associated -
to -
Yangians -
Gelfand-Tsetlin -
modules -
of -
Yangians -
- -
Jian -
Zhang -
Leonid -
Rybnikov: -
Bethe -
subalgebras -
in -
antidominantly -
shifted -
Yangians, -
31.05.2022 -
Integrable -
structures -
in -
CFT -
and -
affine -
Yangians -
(A. -
Litvinov) -
Joel -
Kamnitzer: -
Categorical -
g-actions -
for -
modules -
over -
truncated -
shifted -
Yangians -
Leonid -
Rybnikov -
- -
Bethe -
subalgebras -
in -
Yangians -
and -
the -
wonderful -
compactification -
Matthias -
Staudacher -
- -
Q-operators, -
Yangians, -
and -
AdS/CFT -
Integrability -
Mamoru -
Ueda, -
Affine -
super -
Yangians -
and -
rectagular -
W -
superalgebras. -
Generalized -
affine -
Grassmannian -
slices, -
truncated -
shifted -
Yangians, -
Hamiltonian... -
- -
Joel -
Kamnitzer -
Masahito -
Yamazaki -
- -
Quiver -
Yangians -
and -
Crystal -
Melting -
G.Olshanski -
— -
Universal -
Enveloping -
Algebras -
and -
Yangians. -
Lecture -
1 -