Standard

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

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

Research output: Chapter in Book/Report/Conference proceeding › Conference contribution › peer-review

Harvard

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

Vancouver

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

Author

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