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THE RELATION BETWEEN THE BORDISM CLASS OF MANIFOLDS WITH INVOLUTION AND THE BORDISM CLASS OF ITS FIXED POINT SET

THE RELATION BETWEEN THE BORDISM CLASS OF MANIFOLDS WITH INVOLUTION AND THE BORDISM CLASS OF ITS FIXED POINT SET
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摘要 In [1], C. Kosniowshi and R. E. Stong have pointed out that the bordism class of fixed point set can determine nothing about manifold with involution. In this note, we are to consider the case of (M<sup>2n-k</sup>, T)(k=1, 2, 3, 4)whose fixed point set is constant codimension. The major result is:
出处 《Chinese Science Bulletin》 SCIE EI CAS 1989年第16期1327-1330,共4页
关键词 BORDISM CLASS INVOLUTION INDECOMPOSABLE element bordism class involution indecomposable element
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