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Mathematical Methods in Business and Management: a Manual, 2nd ed.
Author(s): V. V. Pokrovsky
Year: 2011
ISBN: 978-5-94774-832-1
Pages: 110
Subject: Mathematics
The manual presents methods of linear programming and mathematical statistics, allowing businessmen to take optimal decisions under the market economy conditions. The technique of mathematical models construction, graphic and numerical solving of optimization problems in MS Excel are described. Algorithms of computer processing of statistical criteria are offered. One chapter contains problems and exercises; most difficult of them are given with solutions. |
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Bases of the Games Theory: Manual, 3rd ed.
Author(s): L. V. Kolobashkina
Year: 2014
ISBN: 978-5-9963-1716-5
Pages: 164
Subject: Mathematics
The manual contains the basic aspects of the games theory and describes how to choose optimum strategy of behavior in antagonistic and nonantagonistic conflicts. It also presents criteria of optimum strategy in «games with the nature» definition. Decision-making methods in antagonistic and nonantagonistic positional games with complete and incomplete information are considered. |
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Artificial Intelligence
Author(s): L. N. Jasnitsky
Year: 2011
ISBN: 978-5-9963-0234-5
Pages: 197
Subject: Mathematics
The aim of the manual is to introduce to schoolchildren artificial intelligence history, and basic strategies applied at creation of intellectual information systems; to teach how to use neural network technologies and apply them while solving practical problems. |
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Didactics and Engineering
Author(s): M. A. Choshanov
Year: 2010
ISBN: 978-5-9963-0263-5
Pages: 248
Subject: Mathematics
The reader will find answers to the questions: why during the informatiozation of education epoch the problem of didactics and engineering integration becomes so important? What is didactics engineering, how to project training technologies, how to teach efficiently? The author uses his practical experience on using didactic engineering while teaching his students methods of teaching mathematics at the Texas University (USA). |
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Short Course of Theoretical Mechanics: Manual, 3rd ed.
Author(s): G. N. Jakovenko
Year: 2010
ISBN: 978-5-9963-0442-4
Pages: 116
Subject: Physics
The book contains basic data on theoretical mechanics presented in two sections: kinematics and dynamics. Besides traditional issues the theory of sliding vectors, variable structure systems movement, quaternion description of a hard matter movement are discussed. |
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Mathematical Analysis of the Genetic Code
Author(s): N. N. Kozlov
Year: 2010
ISBN: 978-5-9963-0119-5
Pages: 215 + 8
Subject: Mathematics
New properties of the genetic code, two major groups of its integrated characteristics and their interrelation are figured in the monograph. The book provides an analysis of the set of currently known genes, including human genome, as well as description of a number of unknown before effects. |
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Iterative Methods of Solving Saddle Problems
Author(s): U. V. Bychenkov, Å. V. Chizhonkov
Year: 2010
ISBN: 978-5-9963-0118-8
Pages: 349
Subject: Mathematics
For the first time all known iterative methods for the large scale block structure linear algebraic equations which have the saddle point as the solution are considered in this book. The book provides detailed analysis of the ideas of construction, condition of convergence and optimization issues. The analysis results are presented in the form of formulae convenient for use. The appendix is focused on application of theory for numerical modeling in hydrodynamics and adjacent areas. |
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Vivid Mathematical Statistics, 2nd ed.
Author(s): M. B. Lagutin
Year: 2009
ISBN: 978-5-94774-996-0
Pages: 472
Subject: Mathematics
This book primarily is a collection of interesting probability paradoxes and examples, gathered from many books and articles. The author’s aim was to give a comprehensive presentation of the subject in entertaining manner. The book includes more than 300 pictures, 150 epigraphs, many test questions and numeric examples. |
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Autonomous Artificial Intelligence, 2nd ed.
Author(s): A. Zhdanov
Year: 2009
ISBN: 978-5-94774-995-3
Pages: 359
Subject: Mathematics
The author logically reasons about goal functions and organization of the nervous systems which are enforced by the conditions in which a nervous system lives. Starting from philosophical-rational motivation the author proceeds directly to giving exact engineering descriptions of functions, structures and integrated circuits of nervous system models, and so forth, followed by program simulations of the nervous systems and development of application systems prototypes. |
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