Zobrazit v EDS

Use of projective and scaling algorithm to solve multi-objective fuzzy linear programming problems

Uloženo v:

Podrobná bibliografie
Název:	Use of projective and scaling algorithm to solve multi-objective fuzzy linear programming problems
Autoři:	Biswal, M. P.
Informace o vydavateli:	International Fuzzy Mathematics Institute, Los Angeles, CA
Témata:	multi-objective fuzzy linear programming, Linear programming, projective algorithm, Fuzzy and other nonstochastic uncertainty mathematical programming, scaling algorithm, Multi-objective and goal programming, fuzzy programming
Popis:	Summary: Projective and scaling algorithm have been used to solve multi-objective fuzzy linear programming problems. The main steps of both the algorithms to solve a linear programming problem are presented and the advantages of the algorithms are analyzed. Then the fuzzy programming algorithm to solve a multi-objective linear programming problem is presented. By considering a numerical example solution procedure is discussed. Finally, a comparison with simplex algorithm and interior point algorithm is presented.
Druh dokumentu:	Article
Popis souboru:	application/xml
Přístupová URL adresa:	https://zbmath.org/1066616
Přístupové číslo:	edsair.c2b0b933574d..b0c2ec76f1797be577ce61fa8369966f
Databáze:	OpenAIRE

Popis
Abstrakt:	Summary: Projective and scaling algorithm have been used to solve multi-objective fuzzy linear programming problems. The main steps of both the algorithms to solve a linear programming problem are presented and the advantages of the algorithms are analyzed. Then the fuzzy programming algorithm to solve a multi-objective linear programming problem is presented. By considering a numerical example solution procedure is discussed. Finally, a comparison with simplex algorithm and interior point algorithm is presented.