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Infinite Group
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Summary
An infinite group is a group with an unbounded number of elements, meaning its cardinality is infinite. These groups are fundamental in abstract algebra and have applications in various fields, including geometry, number theory, and physics.
Concepts
Group Theory
Cardinality
Cayley Graph
Symmetry Group
Lie Group
Permutation Group
Topology
Algebraic Structure
Homomorphism
Subgroup
Relevant Degrees
Algebra 70%
Geometry 20%
Fundamentals of Mathematics 10%
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