Complete description for -equivalence types of superatomic -algebras.
Pyrkin, S.G. (2000)
Sibirskij Matematicheskij Zhurnal
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Complete description for -equivalence types of superatomic -algebras.
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The paper provides a proof of a combinatorial result which pertains to the characterization of the set of equations which are solvable in the composition monoid of all partial functions on an infinite set.
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The homotopy category of Moore spaces in degree 2 represents a nontrivial cohomology class in the cohomology of the category of abelian groups. We describe various properties of this class. We use James-Hopf invariants to obtain explicitly the image category under the functor chain complex of the loop space.
Abstract clones and operads.
Tronin, S.N. (2002)
Sibirskij Matematicheskij Zhurnal
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Further improvements in Waring's problem, IV: Higher powers
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-immune sets.
Solon, B.Ya. (2000)
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