The Relations Between The Tensor Space And The Symmetric Permutaion Group

Abstract

벡터 공간으로부터 유도되는 텐서 공간과 치환군의 공간과의 관계를 조사하였다.

새로운 연산자 # 와 ??을 도입하였고 이를 이용하여 두 공간의 긴밀한 연계성을 밝혔다.

The relation between the tensor space which is induced on a vector space and the symmetric permutation group space is regorously investigated. The operations # and ?? which relate the two spaces are introduced. By these analogy obtain the close analogy between the two spaces.

The relation between the tensor space which is induced on a vector space and the symmetric permutation group space is regorously investigated. The operations # and ?? which relate the two spaces are introduced. By these analogy obtain the close analogy between the two spaces.