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Concept
Matrix Group
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Summary
A
Matrix Group
is a
Set of matrices
that forms a group under
Matrix Multiplication
, adhering to
Group properties
such as closure, associativity, identity, and inverses. These groups are fundamental in understanding
Linear Transformations
and symmetries in various mathematical and
Physical contexts
.
Concepts
Group Theory
Linear Algebra
Matrix Multiplication
Identity Matrix
Inverse Matrix
Associativity
Closure
Symmetry
Lie Groups
Representation Theory
Linear Algebraic Groups
Special Linear Group
Classical Group
SL(2, ℝ)
Relevant Degrees
Algebra 50%
Computational Mathematics 30%
Mathematical Logic and Foundations 20%
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