Font Size:
a
A
A
Lower Degree Hochschild Cohomology Groups Of The Chinese Monoid Algebra In Three Generators
Posted on:
2020-01-14
Degree:
Master
Type:
Thesis
Country:
China
Candidate:
H Wang
Full Text:
PDF
GTID:
2370330596467273
Subject:
Basic mathematics
Abstract/Summary:
PDF Full Text Request
We apply algebraic Morse theory to the Chinese monoid algebra in three generators.We compute the two-sided Anick resolution and using this resolution,we calculate the center and the first Hochschild cohomology group.
Keywords/Search Tags:
Algebraic Morse theory
,
Center
,
Chinese monoid
,
Hochschild cohomology
,
noncommutative Gr?bner-Shirshov basis
,
two-sided Anick resolution
PDF Full Text Request
Related items
1
Hochschild Cohomology Ring Of K[x]/(f) Via Algebraic Morse Theory
2
The Cohomology Ring Of BGMS Algebra
3
Hochschild Cohomology Of The Polynomial Integro-differential Algebra Of Rank One
4
Constructing Comparison Morphisms Via Algebraic Morse Theory
5
Gr(o|¨)bner-Shirshov Basis And The Minimal Projective Resolution Of U
q
+
(G
2
)
6
Gr(?)bner-Shirshov Basis Of Quantum Group Of Type G
2
7
Gr (?) Bner-shirshov Base Theory In The Group On A Number Of Applications
8
Gr(?)bner-Shirshov Basis Of Quantum Group Of Type F
4
9
Gr (?) Bner-shirshov Base Theory And Applications
10
Gr(?)bner-Shirshov Basis Of The Degenerate And Non-Degenerate Affine Hecke Algebra Type A_n