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Title of Journal: Cybern Syst Anal

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Abbravation: Cybernetics and Systems Analysis

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Springer US

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DOI

10.1007/bf00620885

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1573-8337

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Vector optimization problems with linear criteria

Authors: N V Semenova L N Kolechkina A M Nagirna
Publish Date: 2011/04/06
Volume: 47, Issue: 2, Pages: 250-259
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Abstract

Vector optimization problems over a fuzzy combinatorial set of permutations are investigated Based on the properties of the convex hull of a fuzzy combinatorial set of permutations modifications of multicriteria choice methods are developed and substantiated for a fuzzy feasible combinatorial set Mathematical models of some application problems are presented

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  1. Developing feasible and optimal schedules of jobs on one machine
  2. A model of optimal control over a nonlinear multidimensional innovation diffusion process
  3. Stability radius of a vector integer linear programming problem: case of a regular norm in the space of criteria
  4. Comparing the estimates of ROC curves by modeling methods
  5. Data based algorithmic algebra
  6. Randomized projective methods for the construction of binary sparse vector representations
  7. Synthesis of Adaptive Logical Networks on the Basis of Zhegalkin Polynomials
  8. On the complexity of analysis of automata over a finite ring
  9. Equilibrium Processes in Biomedical Data Analysis: The Wright–Fisher Model
  10. An approach problem for a discrete system with random perturbations
  11. Formalizing the consistency of experts’ judgments in the Delphi method
  12. Combinatorial optimization under uncertainty
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