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Abelian group
(redirected from Fundamental theorem of finite abelian groups)

   Also found in: Wikipedia 0.02 sec.
Abelian group [ə′bēl·yən ′grüp]
(mathematics)
A group whose binary operation is commutative; that is,ab = bafor eachaandbin the group. Also known as commutative group.


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Fundamental structure
Fundamental structure
fundamental substance
Fundamental system
Fundamental system
Fundamental system of roots
Fundamental Technology Systems
fundamental tensor
Fundamental theorem
Fundamental theorem in calculus of variation
Fundamental theorem of algebra
Fundamental theorem of algebra
Fundamental theorem of algebra
Fundamental theorem of arbitrage-free pricing
Fundamental theorem of arithmetic
Fundamental theorem of arithmetic
Fundamental theorem of arithmetic
Fundamental theorem of calculus
Fundamental theorem of calculus
Fundamental theorem of calculus
Fundamental theorem of combinatorial enumeration
Fundamental theorem of curves
Fundamental theorem of cyclic groups
Fundamental theorem of exterior calculus
Fundamental theorem of finite abelian groups
Fundamental theorem of Galois theory
Fundamental Theorem of Homomorphisms
Fundamental theorem of information theory
Fundamental Theorem of Integral Calculus
Fundamental Theorem of Line Integrals
Fundamental theorem of linear algebra
Fundamental Theorem of Moment Invariants
Fundamental theorem of natural selection
Fundamental theorem of number theory
Fundamental theorem of number theory
Fundamental theorem of poker
Fundamental theorem of poker
Fundamental theorem of projective geometry
Fundamental theorem of projective geometry
Fundamental theorem of Riemannian geometry
Fundamental Theorem of Software Engineering
Fundamental theorem of symmetric functions
Fundamental theorem of symmetric functions
Fundamental theorem of the calculus
Fundamental theorem of the calculus
Fundamental theorem of vector analysis
Fundamental theorem of vector calculus
Fundamental theorem on homomorphism
Fundamental theorem on homomorphisms
 
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