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INVOLUTION NUMBER SEQUENCE AND DIMENSIONS OF THE COMPONENTS IN FIXED POINT SET OF AN INVOLUTION Ⅱ

INVOLUTION NUMBER SEQUENCE AND DIMENSIONS OF THE COMPONENTS IN FIXED POINT SET OF AN INVOLUTION Ⅱ
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摘要 By the application of the involution number sequence introduced in the previous paper~[1], we prove in this paper that the fixed point set of any smooth unfree involution on (S^1)~n must be constant-dimensional. By the application of the involution number sequence introduced in the previous paper~[1], we prove in this paper that the fixed point set of any smooth unfree involution on (S^1)~n must be constant-dimensional.
出处 《Science China Mathematics》 SCIE 1992年第7期819-825,共7页 中国科学:数学(英文版)
基金 Project supported by the National Natural Science Foundation of China
关键词 Wu CLASS Stiefel-Whitney CLASS INVOLUTION NUMBER SEQUENCE Leray-Hirsch theorem. Wu class, Stiefel-Whitney class, involution number sequence, Leray-Hirsch theorem.
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