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1
Geometric representation theory and gauge theory
Springer
Braverman A
grg
category
matrix
maps
factorizations
equivariant
functor
sheaves
homology
theories
define
defined
gauge
categories
coulomb
hilbert
sect
dimensional
complex
map
sheaf
symplectic
theorem
denote
h̄
moduli
geometric
spaces
affine
operators
uh̄
algebraic
factorization
coherent
bundle
derived
braid
knot
lemma
braverman
oblomkov
consider
corresponding
finkelberg
graded
invariant
convolution
fhilbn
discuss
vector
Godina:
2019
Jezik:
english
Fajl:
PDF, 1.58 MB
Vaši tagovi:
0
/
0
english, 2019
2
Geometric Representation Theory and Gauge Theory: Cetraro, Italy 2018
Springer International Publishing
Alexander Braverman
,
Michael Finkelberg
,
Andrei Negut
,
Alexei Oblomkov
,
Ugo Bruzzo
,
Antonella Grassi
,
Francesco Sala
grg
category
matrix
maps
factorizations
equivariant
functor
sheaves
homology
theories
define
defined
gauge
categories
coulomb
hilbert
sect
dimensional
complex
map
sheaf
symplectic
theorem
denote
h̄
moduli
geometric
spaces
affine
operators
uh̄
algebraic
factorization
coherent
bundle
derived
braid
knot
lemma
braverman
oblomkov
consider
corresponding
finkelberg
graded
invariant
convolution
fhilbn
discuss
vector
Godina:
2019
Jezik:
english
Fajl:
PDF, 2.55 MB
Vaši tagovi:
0
/
0
english, 2019
3
Skein Theory and Algebraic Geometry for the Two-Variable Kauffman Invariant of Links [PhD thesis]
University of Massachusetts
Thomas Shelly
figure
polynomial
kauffman
lemma
diagram
skein
σi
map
algebras
equation
symmetrizers
homfly
annulus
bmw
σm
conjecture
diagrams
boundary
defined
hilbert
strand
hecke
ideal
idempotents
plane
σ1
monomial
βi
invariants
proposition
knot
shown
wki
recurrence
theorem
hopf
strands
torus
corollary
generators
ideals
αi
element
polynomials
quotient
theoretic
define
dχ
function
idempotent
Godina:
2016
Jezik:
english
Fajl:
PDF, 598 KB
Vaši tagovi:
0
/
0
english, 2016
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