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- W2137171435 abstract "Let S be a compact, topological semigroup with identity. Suppose D , L and R are the D , L and R classes of some x ∈ S . Let ( L , α., L / H ), ( R , β, R / H ), ( D , γ, D / H ) and ( D , δ, D / R ) by the fibre spaces gotten where α, β γ an δ are the natural maps. It is shown that ( D , γ, D / H ) has topologically the same structure as the fibre space associated with ( L , α, L /H) by R . Also if ( L , α, L / H ) is locally trivial (locally a cartesian product) then so is ( D , δ, D / R ) and if both ( L , α, L / H ) and ( R , β, R / H ) are locally trivial then so is ( D , γ, D / H )." @default.
- W2137171435 created "2016-06-24" @default.
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- W2137171435 date "1969-12-01" @default.
- W2137171435 modified "2023-09-25" @default.
- W2137171435 title "The topological structure of 𝒟–classes" @default.
- W2137171435 cites W2078180500 @default.
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- W2137171435 doi "https://doi.org/10.1017/s0004972700042155" @default.
- W2137171435 hasPublicationYear "1969" @default.
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