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Quaternifications and extensions of current algebras on S
3
Tosiaki Kori, Yuto Imai
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Dive into the research topics of 'Quaternifications and extensions of current algebras on S
3
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Mathematics
Current Algebra
100%
Subalgebra
63%
Lie Algebra
43%
Central Extension
42%
Spinor
40%
Brackets
39%
Vector Field
29%
Cartan Subalgebra
24%
Noncommutative Algebra
23%
Quaternion Algebra
22%
Laurent Polynomials
22%
Enveloping Algebra
21%
Simple Lie Algebra
20%
Dirac Operator
19%
Cocycle
18%
Vector space
15%
Euler
15%
Decompose
11%
Algebra
10%
Physics & Astronomy
current algebra
98%
algebra
69%
brackets
21%
quaternions
13%
vector spaces
12%
polynomials
8%
derivation
7%
decomposition
6%
operators
6%
Engineering & Materials Science
Algebra
76%
Vector spaces
9%
Polynomials
7%
Decomposition
6%
Chemical Compounds
Weight
39%