Quasilinear actions on products of spheres
Quasilinear actions on products of spheres
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球体乘积的拟线性作用
DOI:
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发表时间:
2010
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通讯作者:
Ergün Yalçın
中科院分区:
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作者:
Ö. Ünlü;Ergün Yalçın
For some small values of f, we prove that if G is a group having a complex (real) representation with fixity f, then it acts freely and smoothly on a product of f+1 spheres with trivial action on homology.