Standard

Dynamic Shapley Value and Dynamic Nash Bargaining. / Yeung, David W. K.; Petrosyan , Leon A. .

New York : Nova Science Publishers, Inc., 2019. 225 p. (Mathematics Research Developments).

Research output: Book/Report/Anthology › Book › Research › peer-review

Harvard

Yeung, DWK & Petrosyan , LA 2019, Dynamic Shapley Value and Dynamic Nash Bargaining. Mathematics Research Developments, Nova Science Publishers, Inc., New York. <https://novapublishers.com/shop/dynamic-shapley-value-and-dynamic-nash-bargaining/>

APA

Yeung, D. W. K., & Petrosyan , L. A. (2019). Dynamic Shapley Value and Dynamic Nash Bargaining. (Mathematics Research Developments). Nova Science Publishers, Inc. https://novapublishers.com/shop/dynamic-shapley-value-and-dynamic-nash-bargaining/

Vancouver

Yeung DWK, Petrosyan LA. Dynamic Shapley Value and Dynamic Nash Bargaining. New York: Nova Science Publishers, Inc., 2019. 225 p. (Mathematics Research Developments).

Author

Yeung, David W. K. ; Petrosyan , Leon A. . / Dynamic Shapley Value and Dynamic Nash Bargaining. New York : Nova Science Publishers, Inc., 2019. 225 p. (Mathematics Research Developments).

BibTeX

@book{84c37c8ac25c4bddb29b7bf76ab6082f,
title = "Dynamic Shapley Value and Dynamic Nash Bargaining",
abstract = "his book is an important and innovative addition to textbooks in game theory. It provides a detailed discourse on the extension of two of the world's most prominent cooperative game solutions - the seminal Shapley value in games with transferrable payoffs and the classic Nash bargaining scheme in games with non-transferrable payoffs - to a dynamic framework. The extension of these two classic cooperative solution concepts into a dynamic setting is not just of theoretical interest, but also allows many real-life cooperation situations - like global environmental management, nuclear disarmament, disease control, trade disputes and political unions - to be analyzed in an effective way. This book provides: (i) A compendium of dynamic optimization techniques used in its analysis; (ii) a detailed disquisition on cooperative dynamic consistency; (iii) the extension of the Shapley Value to a dynamic framework; (iv) the establishment of a dynamic Nash bargaining paradigm; and (v) the incorporation of stochastic elements into the analyses. Interesting solvable examples are provided to illustrate the practicality and applicability of the dynamic Shapley value and dynamic Nash bargaining scheme in dynamic cooperation.",
author = "Yeung, {David W. K.} and Petrosyan, {Leon A.}",
year = "2019",
month = jan,
day = "3",
language = "English",
isbn = "9781536145496",
series = "Mathematics Research Developments",
publisher = "Nova Science Publishers, Inc.",
address = "United States",

}

RIS

TY - BOOK

T1 - Dynamic Shapley Value and Dynamic Nash Bargaining

AU - Yeung, David W. K.

AU - Petrosyan , Leon A.

PY - 2019/1/3

Y1 - 2019/1/3

N2 - his book is an important and innovative addition to textbooks in game theory. It provides a detailed discourse on the extension of two of the world's most prominent cooperative game solutions - the seminal Shapley value in games with transferrable payoffs and the classic Nash bargaining scheme in games with non-transferrable payoffs - to a dynamic framework. The extension of these two classic cooperative solution concepts into a dynamic setting is not just of theoretical interest, but also allows many real-life cooperation situations - like global environmental management, nuclear disarmament, disease control, trade disputes and political unions - to be analyzed in an effective way. This book provides: (i) A compendium of dynamic optimization techniques used in its analysis; (ii) a detailed disquisition on cooperative dynamic consistency; (iii) the extension of the Shapley Value to a dynamic framework; (iv) the establishment of a dynamic Nash bargaining paradigm; and (v) the incorporation of stochastic elements into the analyses. Interesting solvable examples are provided to illustrate the practicality and applicability of the dynamic Shapley value and dynamic Nash bargaining scheme in dynamic cooperation.

AB - his book is an important and innovative addition to textbooks in game theory. It provides a detailed discourse on the extension of two of the world's most prominent cooperative game solutions - the seminal Shapley value in games with transferrable payoffs and the classic Nash bargaining scheme in games with non-transferrable payoffs - to a dynamic framework. The extension of these two classic cooperative solution concepts into a dynamic setting is not just of theoretical interest, but also allows many real-life cooperation situations - like global environmental management, nuclear disarmament, disease control, trade disputes and political unions - to be analyzed in an effective way. This book provides: (i) A compendium of dynamic optimization techniques used in its analysis; (ii) a detailed disquisition on cooperative dynamic consistency; (iii) the extension of the Shapley Value to a dynamic framework; (iv) the establishment of a dynamic Nash bargaining paradigm; and (v) the incorporation of stochastic elements into the analyses. Interesting solvable examples are provided to illustrate the practicality and applicability of the dynamic Shapley value and dynamic Nash bargaining scheme in dynamic cooperation.

UR - https://www.amazon.com/Dynamic-Bargaining-Mathematics-Research-Developments/dp/1536145491

M3 - Book

SN - 9781536145496

SN - 153614591

T3 - Mathematics Research Developments

BT - Dynamic Shapley Value and Dynamic Nash Bargaining

PB - Nova Science Publishers, Inc.

CY - New York

ER -

ID: 39457073