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The infinite-dimensional linear programming problems and their approximationIn this chapter primal and dual abstract linear programming problems are considered

Single-projection procedure for linear optimizationSingle-projection procedure for linear optimization

The infinite-dimensional linear programming problems and their approximationIn this chapter primal and dual abstract linear programming problems are considered

Application of linear programming in budgeting costs for the compensation of employees of budgeting the expenditures using linear programming. Recommended are calculations and measures to control

Immobile indices in linear Semi-infinite and Copositive Programming Qualifications (CQs). A linear problem of Copositive Programming consists in minimization of a linear function

Development of methods for solving the tasks of the continium linear programming using Legendre polynomials of linear programming. It demonstrates a technique for solving problems with the use of orthogonal systems

Optimization of perishable goods delivery in supply chains with random demand. If these goods are divisible, then the model is formalized as a linear programming problem. In this case

On strong duality in linear semidefinite and copositive programming -hard problems. Given a linear copositive prog-ramming problem, we derive for it a new extended dual

Application of linear programming in budgeting costs for the compensation of employees of budgeting the expenditures using linear programming. Recommended are calculations and measures to control

Nonadditive robust ordinal regression with nonadditivity index and multiple goal linear programming nonadditivity index as well as multiple-goal linear programming, where the former is used to replace

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