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Classification Of Finite Simple Groups
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Summary
The
Classification Of Finite Simple Groups
is a
Monumental achievement in mathematics
, providing a
Comprehensive list of all possible finite simple groups
, which are the
Building blocks of all finite groups
. This classification includes 18
Infinite families
and 26
Sporadic Groups
, and its
Proof spans thousands of pages
contributed by
Numerous mathematicians
Over several decades
.
Concepts
Finite Simple Group
Group Theory
Sporadic Group
Lie Type Groups
Cyclic Groups
Alternating Groups
Symmetric Groups
Mathematical Proof
Algebraic Structures
Modular Representation Theory
Finite Simple Groups
Sporadic Groups
Sporadic Simple Group
Janko Group
Fischer Group
Mathieu Group
Relevant Degrees
Algebra 100%
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