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Mackey Closure Operators and Locally Convex Topologies in Linear Orthogonality Spaces

Authors: BAMISILE Olabode

Publication Type: Journal article

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Abstract

This paper brings to the fore charasterizations and applications of Mackey closure Operators and locally convex topologies. It shows that the orthog- onality relation arising from a non-degenerate ortthosymmetric sesquilinear form on a vector space yields in a natural way a Mackey closure opera- tor.Extensions and genelizations of some known results are also shown

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BAMISILE,O. . (0000). Mackey Closure Operators and Locally Convex Topologies in Linear Orthogonality Spaces, 0 (), 0-0.

BAMISILE,O. . "Mackey Closure Operators and Locally Convex Topologies in Linear Orthogonality Spaces" 0, no (), (0000): 0-0.

BAMISILE,O. and . (0000). Mackey Closure Operators and Locally Convex Topologies in Linear Orthogonality Spaces, 0 (), pp0-0.

BAMISILEO, . Mackey Closure Operators and Locally Convex Topologies in Linear Orthogonality Spaces. 0000, 0 ():0-0.

BAMISILE,Olabode , . "Mackey Closure Operators and Locally Convex Topologies in Linear Orthogonality Spaces", 0 . (0000) : 0-0.

B.Olabode , "Mackey Closure Operators and Locally Convex Topologies in Linear Orthogonality Spaces" vol.0, no., pp. 0-0, 0000.

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