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The ideal structure on the topological tensor product of topological semigroups

Let \(S\), \(T\) be topological semigroups with identities, and \(\sigma\colon S\to T\) be a continuous homomorphism. The authors introduce the notion of topological tensor product of \(S\), \(T\) and \(\sigma\), denoted by \(S\otimes_\sigma T\) which is a topological semigroup satisfying a certain universality property.
Medghalchi, A. R., Rahimi, H. R.
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A View on Intuitionistic Smarandache Topological Semigroup Structure Spaces

, 2017
C Bavithra, M. K. Uma
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