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Karteikarten

Ch. 5: Permutation Groups

William Hartemink Mathematics Englisch 11 Karten

Ch. 5: Permutation Groups

Karten in diesem Stapel (11)

  1. 1Define: Permutation of A Define: Permutation Group of ADefine: Permutation of A Define: Permutation Group of A
  2. 2Products of Disjoint CyclesProducts of Disjoint Cycles
  3. 3Disjoint Cycles CommuteDisjoint Cycles Commute
  4. 4Order of a PermutationOrder of a Permutation
  5. 5Product of 2-CyclesProduct of 2-Cycles
  6. 6If e = (r number of Betas)If e = (r number of Betas)
  7. 7Theorem: Always even or always oddTheorem: Always even or always odd
  8. 8Define: Even and Odd PermutationsDefine: Even and Odd Permutations
  9. 9Even permutations form a groupEven permutations form a group
  10. 10Define: Alternating group of degree nDefine: Alternating group of degree n
  11. 11For n > 1, A_n has what order?For n > 1, A_n has what order?

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Beschreibung
Mathematics (Abstract Algebra) Karteikarten am Ch. 5: Permutation Groups, erstellt von William Hartemink am 07/04/2017.
Erstellt von
William Hartemink
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50
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