MANIFOLDS WITH INVOLUTION WHOSE FIXED POINT SET F HAS THE PROPERTY W(F)=1

MANIFOLDS WITH INVOLUTION WHOSE FIXED POINT SET F HAS THE PROPERTY W(F)=1

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摘要 Ⅰ. INTRODUCTIONC. Konsniowski and R. E. Stong have posed a conjecture: every (M^n, T) whose fixed point set F has W(F)=1 is bordant to a polynomial forming as (RP(2~S), τ(2~S)). In this note, we

作者吴振德

机构地区 Hebei Teachers University

出处《Chinese Science Bulletin》 SCIE EI CAS 1990年第20期1676-1679,共4页

关键词 Stiefel-Whitney CLASS BORDISM CLASS involutin. Stiefel-Whitney class, bordism class, involutin.

分类号 N [自然科学总论]

引文网络
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1吴振德,杨华建,刘宗泽.INVOLUTION NUMBER SEQUENCE AND DIMENSIONS OF THE COMPONENTS IN FIXED POINT SET OF AN INVOLUTION Ⅱ[J].Science China Mathematics,1992,35(7):819-825.
2吴振德,刘宗泽.THE RELATION BETWEEN THE BORDISM CLASS OF MANIFOLDS WITH INVOLUTION AND THE BORDISM CLASS OF ITS FIXED POINT SET[J].Chinese Science Bulletin,1989,34(16):1327-1330.
3杨华建.INVOLUTION NUMBER SEQUENCE AND DIMENSIONS OF COMPONENTS IN FIXED POINT SET OF INVOLUTION[J].Science China Mathematics,1991,34(11):1302-1306.
4吴振德.MANIFOLDS WITH INVOLUTIONS WHOSE FIXED POINT SET HAS CONSTANT CODIMENSION[J].Science China Mathematics,1990,33(7):784-791.
5杨华建.COBORDISM CLASSES OF FIBER BUNDLES[J].Chinese Science Bulletin,1990,35(17):1409-1413. 被引量：2
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Chinese Science Bulletin

1990年第20期

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MANIFOLDS WITH INVOLUTION WHOSE FIXED POINT SET F HAS THE PROPERTY W(F)=1

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