Standard

Dynamic games with random duration and uncertain payoffs. / Petrosyan, LA; Kultina, M; Yeung, D.

PROBABILISTIC METHODS IN DISCRETE MATHEMATICS. ред. / VF Kolchin; VY Kozlov; VV Mazalov; YL Pavlov; YV Prokhorov. Brill, 2002. стр. 47-55.

Результаты исследований: Публикации в книгах, отчётах, сборниках, трудах конференций › статья в сборнике материалов конференции › Рецензирование

Harvard

Petrosyan, LA, Kultina, M & Yeung, D 2002, Dynamic games with random duration and uncertain payoffs. в VF Kolchin, VY Kozlov, VV Mazalov, YL Pavlov & YV Prokhorov (ред.), PROBABILISTIC METHODS IN DISCRETE MATHEMATICS. Brill, стр. 47-55, 5th International Petrozavodsk Conference on Probabilistic Methods in Discrete Mathematics, PETROZAVODSK, 1/06/00.

APA

Petrosyan, LA., Kultina, M., & Yeung, D. (2002). Dynamic games with random duration and uncertain payoffs. в VF. Kolchin, VY. Kozlov, VV. Mazalov, YL. Pavlov, & YV. Prokhorov (Ред.), PROBABILISTIC METHODS IN DISCRETE MATHEMATICS (стр. 47-55). Brill.

Vancouver

Petrosyan LA, Kultina M, Yeung D. Dynamic games with random duration and uncertain payoffs. в Kolchin VF, Kozlov VY, Mazalov VV, Pavlov YL, Prokhorov YV, Редакторы, PROBABILISTIC METHODS IN DISCRETE MATHEMATICS. Brill. 2002. стр. 47-55

Author

Petrosyan, LA ; Kultina, M ; Yeung, D. / Dynamic games with random duration and uncertain payoffs. PROBABILISTIC METHODS IN DISCRETE MATHEMATICS. Редактор / VF Kolchin ; VY Kozlov ; VV Mazalov ; YL Pavlov ; YV Prokhorov. Brill, 2002. стр. 47-55

BibTeX

@inproceedings{8d1fa85375554e168796334622cf4c0a,
title = "Dynamic games with random duration and uncertain payoffs",
abstract = "We consider a differential game on an interval of random length for n players and with the players payoffs which can be change during the game. We prove that the regularised generalised Shapley value of the game is time consistent.",
author = "LA Petrosyan and M Kultina and D Yeung",
year = "2002",
language = "Английский",
isbn = "90-6764-359-9",
pages = "47--55",
editor = "VF Kolchin and VY Kozlov and VV Mazalov and YL Pavlov and YV Prokhorov",
booktitle = "PROBABILISTIC METHODS IN DISCRETE MATHEMATICS",
publisher = "Brill",
address = "Нидерланды",
note = "null ; Conference date: 01-06-2000 Through 06-06-2000",

}

RIS

TY - GEN

T1 - Dynamic games with random duration and uncertain payoffs

AU - Petrosyan, LA

AU - Kultina, M

AU - Yeung, D

PY - 2002

Y1 - 2002

N2 - We consider a differential game on an interval of random length for n players and with the players payoffs which can be change during the game. We prove that the regularised generalised Shapley value of the game is time consistent.

AB - We consider a differential game on an interval of random length for n players and with the players payoffs which can be change during the game. We prove that the regularised generalised Shapley value of the game is time consistent.

M3 - статья в сборнике материалов конференции

SN - 90-6764-359-9

SP - 47

EP - 55

BT - PROBABILISTIC METHODS IN DISCRETE MATHEMATICS

A2 - Kolchin, VF

A2 - Kozlov, VY

A2 - Mazalov, VV

A2 - Pavlov, YL

A2 - Prokhorov, YV

PB - Brill

Y2 - 1 June 2000 through 6 June 2000

ER -

ID: 86009421