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6spdspds9X20201025 2020 by KESHAVA PRASAD HALEMANE is a nonfiction available to read on EtoBox.
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UNBELIEVABLE O(L1.5) WORST CASE COMPUTATIONAL COMPLEXITY ACHIEVED BY spdspds ALGORITHM FOR LINEAR PROGRAMMING PROBLEM Dr.(Prof.) Keshava Prasad Halemane, Professor - retired from Department of MathematicalAnd Computational SciencesNational Institute ofTechnology Karnataka, SurathkalSrinivasnagar, Mangalore –575025, India. [email protected] [+919481022946] Primal-Dual Symplex Pivot Decision Strategy (spdspds)is a novel iterative algorithm to solve linear programming problems. Here, a symplex pivoting operation isconsidered simply as an exchange between a basic (dependent) variableand a non-basic (independent) variable, in the Tucker’s Compact SymmetricTableau (CST) which is a unique symmetric representation common toboth the primal as well as the dual of a linear programming problem in itsstandard canonical form. From thisviewpoint, the classical simplex pivoting operation of Dantzig may beconsidered as a restricted special case. Theinfeasibility index associated with a symplex tableau is defined as thesum of the number of primal variables and the number of dual variables, whichare infeasible. A measure of goodnessas a global effectiveness measure of a pivot selec
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- Author
- KESHAVA PRASAD HALEMANE
- Publisher
- KESHAVA PRASAD HALEMANE
- Published
- 2020
- Language
- EN
- Category
- nonfiction
- Subjects
- Fiction