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Facility Location Problem in Pre-Inner Product Spaces

Authors: AYINDE Semiu

Publication Type: Conference proceedings

Journal: 6th International Conference On Mathematical Analysis And Optimization. Theory And Applications

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Abstract

In this paper, we define the Fermat-Torricelli problem for the set of n fixed points in metrizable locally convex spaces with the aid of countable collection of continuous seminorms as gauges. The concept of Fermat-Torricelli problem for pre-inner product space H is formulated, with H being the projective limit of sequence of inner product spaces. Similarly, the existence and uniqueness of a minimizer of FermatTorricelli problem in pre-inner product spaces are shown

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AYINDE,S. . (2019). Facility Location Problem in Pre-Inner Product Spaces, 6 (), 75-75.

AYINDE,S. . "Facility Location Problem in Pre-Inner Product Spaces" 6, no (), (2019): 75-75.

AYINDE,S. and . (2019). Facility Location Problem in Pre-Inner Product Spaces, 6 (), pp75-75.

AYINDES, . Facility Location Problem in Pre-Inner Product Spaces. 2019, 6 ():75-75.

AYINDE,Semiu , . "Facility Location Problem in Pre-Inner Product Spaces", 6 . (2019) : 75-75.

A.Semiu , "Facility Location Problem in Pre-Inner Product Spaces" vol.6, no., pp. 75-75, 2019.

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