SHAMOS COMPUTATIONAL GEOMETRY THESIS

June 3, 2019 posted by

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The model developed here is a class of maximal covering problem, that is covering maximum number of points where the facility is within the upper bounds of the corresponding mth feasible region Two types of compromise solution methods have been designed to get a satisfactory solution of the multi-objective problem.

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shamos computational geometry thesis

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shamos computational geometry thesis

A transformed non- linear programming algorithm has been designed for the proposed non-linear model. American Journal of Operations ResearchVol.

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Michael Shamos – Google Scholar Citations

A transformed non- linear programming algorithm has been designed for the proposed non-linear model. To include a comma in your tag, surround the tag with double quotes. View online Borrow Buy. Open to the public ; Geometry — Data processing. The University of Queensland. An Analysis from the New Haven Perspective 1. Shaoms University of Melbourne.