Optimization methods in examples and problems: Educational manual
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Analytical methods for solving the tasks of finding the extremum of the functions of many variables based on the necessary and sufficient conditions are considered. The numerical methods of zero, first and second orders of solving the problems of unconditional minimization, as well as numerical methods for finding a conditional extremum are outlined. Algorithms for solving linear programming problems, integer programming, transport tasks are described. The methods of solving the problems of finding the unconditional and conditional extremum of functionals based on the variation method are presented.
Each chapter briefly describes the main theoretical information, provide solutions of typical examples and tasks for self-declarations with answers. The textbook supports the competence model of training: contains models of the required knowledge and skills to solve the model objectives of the subject.
For students of higher educational institutions receiving education in the direction (specialty) Applied Mathematics, as well as in areas (specialties) of natural sciences, technology and technologies, computer science and economics to the qualifications of a specialist, bachelor"s degree and master
Each chapter briefly describes the main theoretical information, provide solutions of typical examples and tasks for self-declarations with answers. The textbook supports the competence model of training: contains models of the required knowledge and skills to solve the model objectives of the subject.
For students of higher educational institutions receiving education in the direction (specialty) Applied Mathematics, as well as in areas (specialties) of natural sciences, technology and technologies, computer science and economics to the qualifications of a specialist, bachelor"s degree and master
Author:
Author:Panteleev A.V., Letov T.A.
Cover:
Cover:Hard
Category:
- Category:Business & Money
- Category:Science & Math
ISBN:
ISBN:978-5-8114-1887-9
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