2013INTERNATIONAL JOURNAL OF RESEARCH AND ENGINEERINGRequires access

Notes on TOPSIS method

Zlatko Pavić, Vedran Novoselac

Open publisher page 29 citations

Abstract

paper demonstrates the application of TOPSIS method using two selected examples. In the first example, it is shown that the best TOPSIS solution is neither closest to the positive ideal solution nor the farthest from the negative ideal In many works on TOPSIS method stands as follows: The basic principle is that the chosen alternative should have the shortest distance from the positive ideal solution and the longest distance from the negative ideal solution.

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What this paper is about

paper demonstrates the application of TOPSIS method using two selected examples. In the first example, it is shown that the best TOPSIS solution is neither closest to the positive ideal solution nor the farthest from the negative ideal In many works on TOPSIS method stands as follows: The basic principle is that the chosen alternative should have the shortest distance from the positive ideal solution and the longest distance from the negative ideal solution.

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OpenAlex reports 29 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

paper demonstrates the application of TOPSIS method using two selected examples. In the first example, it is shown that the best TOPSIS solution is neither closest to the positive ideal solution nor the farthest from the negative ideal In many works on TOPSIS method stands as follows: The basic principle is that the chosen alternative should have the shortest distance from the positive ideal solution and the longest distance from the negative ideal solution.

Key concepts: TOPSIS, Ideal solution, Ideal (ethics), Mathematics, Mathematical optimization, Computer science, Operations research, Physics

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