Coincidence theory for maps from a compl
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D.L. GonΓ§alves
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Article
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1999
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Elsevier Science
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English
β 967 KB
This work studies the coincidence theory of a pair of maps (f, g) from a complex K into a compact manifold of the same dimension. We define an index of a Nielsen coincidence class F which lies in some Z-module M(F) (varying with F). Then one can define the Nielsen coincidence number which is too wea