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2011•Journal of Hetao UniversityRequires access

THE SYMMETRIC GROUP S_n OF DEGREE AND ORDERS OF ITS ELEMENTS(I)

Sun Zong-ming

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Abstract

Let be a positive integer and Sn be the symmetric group of degree n.This paper discusses symmetric group Sn of degree n and Orders of its Elements.This is first section.It includes totally trasformation group,symmetric group of degree n,permutation in n variables and its factorization,alternating group of degree n,normal subgroup of Sn.

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What this paper is about

Let be a positive integer and Sn be the symmetric group of degree n.This paper discusses symmetric group Sn of degree n and Orders of its Elements.This is first section.It includes totally trasformation group,symmetric group of degree n,permutation in n variables and its factorization,alternating group of degree n,normal subgroup of Sn.

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Available abstract

Let be a positive integer and Sn be the symmetric group of degree n.This paper discusses symmetric group Sn of degree n and Orders of its Elements.This is first section.It includes totally trasformation group,symmetric group of degree n,permutation in n variables and its factorization,alternating group of degree n,normal subgroup of Sn.

Key concepts: Degree (music), Symmetric group, Mathematics, Permutation group, Combinatorics, Group (periodic table), Integer (computer science), Alternating group

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