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E 50
Emerging applications of differential equations and game theory / / Surma Zeynep Alparslan Gok and Duygy Arugaslan Cincin, editors. - 4018/978-1-7998-0134-4. - Hershey, PA : : Engineering Science Reference, an imprint of IGI Global,, [2020]. - 1 online resource (284 pages) ( час. мин.), 4018/978-1-7998-0134-4. - (Advances in computer and electrical engineering (ACEE) book series). - Includes bibliographical references and index. - URL: https://library.dvfu.ru/lib/document/SK_ELIB/A42B6C08-CC38-4701-A31E-2721177004C3. - ISBN 1799801365 (electronic book). - ISBN 9781799801504 (electronic book). - ISBN 1799801500 (electronic book). - ISBN 9781799801368 (electronic bk.)
Description based on online resource; title from digital title page (viewed on November 27, 2019).
Параллельные издания: Print version: :
Содержание:
Chapter 1. A generalization of groups: partial groups -- Chapter 2. Application of the exponential rational function method to some fractional soliton equations -- Chapter 3. Auditors in the economy and the impact of rent-seeking behaviour and penalties -- Chapter 4. Berezin number inequalities of an invertible operator and some slater type inequalities in reproducing Kernel Hilbert spaces -- Chapter 5. Cogarch models: an explicit solution to the stochastic differential equation for variance -- Chapter 6. Cooperative grey games: an application on transportation situations -- Chapter 7. On the orthogonality of the Q-derivatives of the discrete Q-hermite i polynomials -- Chapter 8. Spectral problem for a polynomial pencil of the Sturm-Liouville equations: on the completeness of the system of eigenfunctions and associated eigenfunction, asymptotic formula -- Chapter 9. Stability analysis of a nonlinear epidemic model with generalized piecewise constant argument -- Chapter 10. The parseval equality and expansion formula for singular Hahn-Dirac system -- Chapter 11. The stability of an epidemic model with piecewise constant argument by Lyapunov-Razumikhin method.
~РУБ DDC 515/.35
Рубрики: Differential equations.
Game theory.
Differential equations.
Game theory.
Аннотация: "This book examines interdisciplinary applications of differential equations and game theory"--
Доп.точки доступа:
Alparslan-Gok, Sirma Zeynep, (1980-) \editor.\
Aruǧaslan C̦inc̦in, Duygu, (1979-) \editor.\
IGI Global,
E 50
Emerging applications of differential equations and game theory / / Surma Zeynep Alparslan Gok and Duygy Arugaslan Cincin, editors. - 4018/978-1-7998-0134-4. - Hershey, PA : : Engineering Science Reference, an imprint of IGI Global,, [2020]. - 1 online resource (284 pages) ( час. мин.), 4018/978-1-7998-0134-4. - (Advances in computer and electrical engineering (ACEE) book series). - Includes bibliographical references and index. - URL: https://library.dvfu.ru/lib/document/SK_ELIB/A42B6C08-CC38-4701-A31E-2721177004C3. - ISBN 1799801365 (electronic book). - ISBN 9781799801504 (electronic book). - ISBN 1799801500 (electronic book). - ISBN 9781799801368 (electronic bk.)
Description based on online resource; title from digital title page (viewed on November 27, 2019).
Параллельные издания: Print version: :
Содержание:
Chapter 1. A generalization of groups: partial groups -- Chapter 2. Application of the exponential rational function method to some fractional soliton equations -- Chapter 3. Auditors in the economy and the impact of rent-seeking behaviour and penalties -- Chapter 4. Berezin number inequalities of an invertible operator and some slater type inequalities in reproducing Kernel Hilbert spaces -- Chapter 5. Cogarch models: an explicit solution to the stochastic differential equation for variance -- Chapter 6. Cooperative grey games: an application on transportation situations -- Chapter 7. On the orthogonality of the Q-derivatives of the discrete Q-hermite i polynomials -- Chapter 8. Spectral problem for a polynomial pencil of the Sturm-Liouville equations: on the completeness of the system of eigenfunctions and associated eigenfunction, asymptotic formula -- Chapter 9. Stability analysis of a nonlinear epidemic model with generalized piecewise constant argument -- Chapter 10. The parseval equality and expansion formula for singular Hahn-Dirac system -- Chapter 11. The stability of an epidemic model with piecewise constant argument by Lyapunov-Razumikhin method.
Рубрики: Differential equations.
Game theory.
Differential equations.
Game theory.
Аннотация: "This book examines interdisciplinary applications of differential equations and game theory"--
Доп.точки доступа:
Alparslan-Gok, Sirma Zeynep, (1980-) \editor.\
Aruǧaslan C̦inc̦in, Duygu, (1979-) \editor.\
IGI Global,
2.
Подробнее
F 84
Frahm, Gabriel,.
Rational choice and strategic conflicts : : the subjectivistic approach to game and decision theory / / Gabriel Frahm. - 1515/9783110596106. - Berlin ; ; Boston : : De Gruyter,, [2019]. - 1 online resource ( час. мин.), 1515/9783110596106. - In English. - Includes bibliographical references and index. - URL: https://library.dvfu.ru/lib/document/SK_ELIB/CCD4864E-3186-44EE-AAE7-DD97DD47B75C. - ISBN 9783110596151 (electronic bk.). - ISBN 3110596156 (electronic bk.). - ISBN 9783110596106 (electronic book). - ISBN 3110596105 (electronic book). - ISBN 311059515X. - ISBN 9783110595154
Online resource; title from PDF title page (EBSCO, viewed March 03, 2020).
Параллельные издания:
1.
2.
~РУБ DDC 519.3
Рубрики: Game theory.
Decision making.
Rational choice theory.
Decision making.
Game theory.
Rational choice theory.
BUSINESS & ECONOMICS / Economics / Theory.
Аннотация: "This book is refreshing, innovative and important for several reasons. Perhaps most importantly, it attempts to reconcile game theory with one-person decision theory by viewing a game as a collection of one-person decision problems. As natural as this approach may seem, it is hard to find game theory books that really implement this view. This book is a wonderful exception, in which the transition between decision theory and game theory is both smooth and natural. It shows that decision theory and game theory can go--and, in fact, must go--hand in hand. The careful exposition, the many illustrative examples, the critical assessment of traditional game theory concepts, and the enlightening comparison with the subjectivistic approach advocated in this book, make it a pleasure to read and a must have for anyone interested in the foundations of decision theory and game theory." Andrés Perea (Maastricht University) "Gabriel Frahm's relatively nontechnical book is a bold synthesis of decision theory and game theory from a Bayesian or subjectivist perspective. It distinguishes between decisions, or one-person games, and games with two or more players, but Frahm argues that this distinction is not always necessary--the two kinds of games can be analyzed within a common theoretical framework. He models the dynamics of choice in several different settings (e.g., information may be complete or incomplete as well as perfect or imperfect), including one in which players look ahead and make farsighted calculations on which they base their choices. His book contains many provocative examples that illustrate the advantages of a unified theory of rational decision-making." Steven J. Brams (New York University).
F 84
Frahm, Gabriel,.
Rational choice and strategic conflicts : : the subjectivistic approach to game and decision theory / / Gabriel Frahm. - 1515/9783110596106. - Berlin ; ; Boston : : De Gruyter,, [2019]. - 1 online resource ( час. мин.), 1515/9783110596106. - In English. - Includes bibliographical references and index. - URL: https://library.dvfu.ru/lib/document/SK_ELIB/CCD4864E-3186-44EE-AAE7-DD97DD47B75C. - ISBN 9783110596151 (electronic bk.). - ISBN 3110596156 (electronic bk.). - ISBN 9783110596106 (electronic book). - ISBN 3110596105 (electronic book). - ISBN 311059515X. - ISBN 9783110595154
Online resource; title from PDF title page (EBSCO, viewed March 03, 2020).
Параллельные издания:
1.
2.
Рубрики: Game theory.
Decision making.
Rational choice theory.
Decision making.
Game theory.
Rational choice theory.
BUSINESS & ECONOMICS / Economics / Theory.
Аннотация: "This book is refreshing, innovative and important for several reasons. Perhaps most importantly, it attempts to reconcile game theory with one-person decision theory by viewing a game as a collection of one-person decision problems. As natural as this approach may seem, it is hard to find game theory books that really implement this view. This book is a wonderful exception, in which the transition between decision theory and game theory is both smooth and natural. It shows that decision theory and game theory can go--and, in fact, must go--hand in hand. The careful exposition, the many illustrative examples, the critical assessment of traditional game theory concepts, and the enlightening comparison with the subjectivistic approach advocated in this book, make it a pleasure to read and a must have for anyone interested in the foundations of decision theory and game theory." Andrés Perea (Maastricht University) "Gabriel Frahm's relatively nontechnical book is a bold synthesis of decision theory and game theory from a Bayesian or subjectivist perspective. It distinguishes between decisions, or one-person games, and games with two or more players, but Frahm argues that this distinction is not always necessary--the two kinds of games can be analyzed within a common theoretical framework. He models the dynamics of choice in several different settings (e.g., information may be complete or incomplete as well as perfect or imperfect), including one in which players look ahead and make farsighted calculations on which they base their choices. His book contains many provocative examples that illustrate the advantages of a unified theory of rational decision-making." Steven J. Brams (New York University).
Page 1, Results: 2