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REPRESENTATIONS OF FINITE GROUPS AND APPLICATIONS
Tiep, Pham
(PI)
School of Arts and Sciences, Mathematics
Rutgers, The State University
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Explore the research topics touched on by this project. These labels are generated based on the underlying awards/grants. Together they form a unique fingerprint.
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Mathematics
Finite Group
100%
Representation Theory
81%
Group Theory
42%
Group Representation
31%
Algebraic Geometry
29%
Vector Space Model
24%
Continue
23%
Elementary Particles
20%
Local-global Principle
19%
Subgroup Lattice
19%
Group Cohomology
19%
Symmetry
18%
Object
18%
Modular Representations
18%
Finite Simple Group
16%
Tie
15%
Coding Theory
15%
Rationality
15%
Divisibility
15%
Operator Algebras
15%
Cohomology Group
15%
Cryptography
14%
Permutation group
14%
Chemistry
14%
Quantum Mechanics
14%
Algebraic Groups
14%
Combinatorics
13%
Communication
12%
Presentation
11%
Physics
11%
Classify
10%
Character
10%
Subgroup
9%
Concepts
7%
Zero
7%