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- W1837182017 abstract "We define Complimented Artex Space over a Bi-monoid. We define Boolean Artex Space over a Bi-monoid. We give an example of a Boolean Artex space over a bi-monoid. We prove that the homomorphic image of a Complimented Artex Space over a Bi-monoid is a Complimented Artex Space over the Bi-monoid. We also prove that the homomorphic image of a Boolean Artex Space over a bi-monoid M is a Boolean Artex Space over the bi-monoid M. We also prove that the Cartesian product of Complimented Artex Spaces over a Bi-monoid is Complimented Artex Space over the Bi-monoid. Finally we prove the Cartesian product of Boolean Artex Spaces over a bi-monoid M is a Boolean Artex Space over the bi-monoid M. Keywords : Complimented, Distributive Artex Spaces, Homomorphisms" @default.
- W1837182017 created "2016-06-24" @default.
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- W1837182017 date "2012-01-01" @default.
- W1837182017 modified "2023-09-24" @default.
- W1837182017 title "Boolean Artex Spaces Over Bi-monoids" @default.
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