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Contributions to Game Theory and Management, 2007, том 1, страницы 524–538
(Mi cgtm31)
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Managing Catastrophe-bound Industrial Pollution with Game-theoretic Algorithm: the St Petersburg Initiative
David Yeunga, Leon Petrosyanbc a Center of Game Theory, Hong Kong Baptist University
b Center of Game Theory, St. Petersburg State University,
Faculty of Applied Mathematics - Control Processes
c Graduate School of Management
Аннотация:
After several decades of rapid technological advancement
and economic growth, alarming levels of pollutions and environmental
degradation are emerging all over the world. Reports are portraying the
situation as an industrial civilization on the verge of suicide, destroying its environmental conditions of existence with people being held
as prisoners on a runaway catastrophe-bound train. Though cooperation in environmental control holds out the best promise of effective
action, limited success has been observed. Existing multinational joint
initiatives like the Kyoto Protocol can hardly be expected to offer a
long-term solution because (i) the plans are limited to a confined set of
controls like gas emissions and permits which is unlikely be able to offer
an effective mean to reverse the accelerating trend of environmental deterioration, and (ii) there is no guarantee that participants will always
be better off and, hence, be committed within the entire duration of
the agreement.To create a cooperative solution a comprehensive set of
environmental policy instruments including taxes, subsidies, technology choices, pollution abatement activities, pollution legislations and green technology R&D has to be taken into consideration.
The implementation of such a scheme would inevitably bring about
different implications in cost and benefit to each of the participating
nations. To construct a cooperative solution that every party would
commit to from beginning to end, the proposed arrangement must
guarantee that every participant will be better-off and the originally
agreed upon arrangement remain effective at any time within the cooperative period for any feasible state brought about by prior optimal behavior. This is a “classic” game-theoretic problem. This paper applies
the latest discoveries in cooperative game theory and mathematics by
researchers at the Center of Game theory in St.Petersburg State University to suggest solutions and means to solve this deadlock problem
of global environmental management. Such an approach would yield
an effective policy menu to tackle one of the gravest problems facing
the global market economy.
Ключевые слова:
Differential games, cooperative solution, subgame consistency, Industrial pollution.
Образец цитирования:
David Yeung, Leon Petrosyan, “Managing Catastrophe-bound Industrial Pollution with Game-theoretic Algorithm: the St Petersburg Initiative”, Contributions to Game Theory and Management, 1 (2007), 524–538
Образцы ссылок на эту страницу:
https://www.mathnet.ru/rus/cgtm31 https://www.mathnet.ru/rus/cgtm/v1/p524
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