MULTIFACILITY LOCATION PROBLEMS ON A SPHERE

A unified approach to multisource location problems on a sphere is presented. Euclidean, squared Euclidean and the great circle distances are considered. An algorithm is formulated and its convergence properties are investigated.

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Published in:International Journal of Mathematics and Mathematical Sciences Vol. 1987; no. 3; pp. 583 - 595
Main Authors: Aykin, Turgut, Babu, A. J. G.
Format: Journal Article
Language:English
Published: Hindawi Limiteds 1987
Hindawi Limited
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Abstract A unified approach to multisource location problems on a sphere is presented. Euclidean, squared Euclidean and the great circle distances are considered. An algorithm is formulated and its convergence properties are investigated.
AbstractList A unified approach to multisource location problems on a sphere is presented. Euclidean, squared Euclidean and the great circle distances are considered. An algorithm is formulated and its convergence properties are investigated.
Author A. J. G. BABU
TURGUT AYKIN
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Keywords Facility location
optimum location
applications of mathematical programming
nonlinear programming
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SubjectTerms applications of mathematical programming
facility location
nonlinear programming
optimum location
Title MULTIFACILITY LOCATION PROBLEMS ON A SPHERE
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