2010Unpublished venueRequires access

Allocation of Transmission Losses in Electricity System Based on Cooperative Game Theory

Xinzhong Bao, Wei Cui

Open publisher page 11 citations

Abstract

An important problem of electricity market is how to allocate the transmission losses to each participants. Traditional allocation methods treat the losses more or less with a intersectant subsidy. In this paper, a new allocation model is put forward to deal with the transmission losses based on cooperative game theory, and shapley value method is recommended to solve the model. This method weights all joining orderings equally across all possible related coalitions, therefore impartial participants would consider fair. Finally, it is shown that the new method is feasible and reasonable by an example.

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What this paper is about

An important problem of electricity market is how to allocate the transmission losses to each participants. Traditional allocation methods treat the losses more or less with a intersectant subsidy. In this paper, a new allocation model is put forward to deal with the transmission losses based on cooperative game theory, and shapley value method is recommended to solve the model. This method weights all joining orderings equally across all possible related coalitions, therefore impartial participants would consider fair. Finally, it is shown that the new method is feasible and reasonable by an example.

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OpenAlex reports 11 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

An important problem of electricity market is how to allocate the transmission losses to each participants. Traditional allocation methods treat the losses more or less with a intersectant subsidy. In this paper, a new allocation model is put forward to deal with the transmission losses based on cooperative game theory, and shapley value method is recommended to solve the model. This method weights all joining orderings equally across all possible related coalitions, therefore impartial participants would consider fair. Finally, it is shown that the new method is feasible and reasonable by an example.

Key concepts: Shapley value, Cooperative game theory, Game theory, Cost allocation, Computer science, Electricity market, Transmission (telecommunications), Electricity

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