Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users

Dynamic energy pricing provides a promising solution for the utility companies to incentivize energy users to perform demand side management in order to minimize their electric bills. Moreover, the emerging decentralized smart grid, which is a likely infrastructure scenario for future electrical pow...

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Main Authors: Tiansong Cui, Yanzhi Wang, Shahin Nazarian, Massoud Pedram
Format: Article
Language:English
Published: AIMS Press 2016-01-01
Series:AIMS Energy
Subjects:
Online Access:http://www.aimspress.com/energy/article/610/fulltext.html
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spelling doaj-e461df10514d41988e85489304f421a22020-11-24T20:45:43ZengAIMS PressAIMS Energy2333-83342016-01-014111913510.3934/energy.2016.1.119energy-04-00119Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent usersTiansong Cui0Yanzhi Wang1Shahin Nazarian2Massoud Pedram3Department of Electrical Engineering, University of Southern California, Los Angeles, CA, 90089, USDepartment of Electrical Engineering and Computer Science, Syracuse University, Syracuse, NY, 13244, USDepartment of Electrical Engineering, University of Southern California, Los Angeles, CA, 90089, USDepartment of Electrical Engineering, University of Southern California, Los Angeles, CA, 90089, USDynamic energy pricing provides a promising solution for the utility companies to incentivize energy users to perform demand side management in order to minimize their electric bills. Moreover, the emerging decentralized smart grid, which is a likely infrastructure scenario for future electrical power networks, allows energy consumers to select their energy provider from among multiple utility companies in any billing period. This paper thus starts by considering an oligopolistic energy market with multiple non-cooperative (competitive) utility companies, and addresses the problem of determining dynamic energy prices for every utility company in this market based on a modified Bertrand Competition Model of user behaviors. Two methods of dynamic energy pricing are proposed for a utility company to maximize its total profit. The first method finds the greatest lower bound on the total profit that can be achieved by the utility company, whereas the second method finds the best response of a utility company to dynamic pricing policies that the other companies have adopted in previous billing periods. To exploit the advantages of each method while compensating their shortcomings, an adaptive dynamic pricing policy is proposed based on a machine learning technique, which finds a good balance between invocations of the two aforesaid methods. Experimental results show that the adaptive policy results in consistently high profit for the utility company no matter what policies are employed by the other companies.http://www.aimspress.com/energy/article/610/fulltext.htmlsmart griddynamic pricingmachine learningoligopolistic market
collection DOAJ
language English
format Article
sources DOAJ
author Tiansong Cui
Yanzhi Wang
Shahin Nazarian
Massoud Pedram
spellingShingle Tiansong Cui
Yanzhi Wang
Shahin Nazarian
Massoud Pedram
Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users
AIMS Energy
smart grid
dynamic pricing
machine learning
oligopolistic market
author_facet Tiansong Cui
Yanzhi Wang
Shahin Nazarian
Massoud Pedram
author_sort Tiansong Cui
title Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users
title_short Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users
title_full Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users
title_fullStr Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users
title_full_unstemmed Profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users
title_sort profit maximization algorithms for utility companies in an oligopolistic energy market with dynamic prices and intelligent users
publisher AIMS Press
series AIMS Energy
issn 2333-8334
publishDate 2016-01-01
description Dynamic energy pricing provides a promising solution for the utility companies to incentivize energy users to perform demand side management in order to minimize their electric bills. Moreover, the emerging decentralized smart grid, which is a likely infrastructure scenario for future electrical power networks, allows energy consumers to select their energy provider from among multiple utility companies in any billing period. This paper thus starts by considering an oligopolistic energy market with multiple non-cooperative (competitive) utility companies, and addresses the problem of determining dynamic energy prices for every utility company in this market based on a modified Bertrand Competition Model of user behaviors. Two methods of dynamic energy pricing are proposed for a utility company to maximize its total profit. The first method finds the greatest lower bound on the total profit that can be achieved by the utility company, whereas the second method finds the best response of a utility company to dynamic pricing policies that the other companies have adopted in previous billing periods. To exploit the advantages of each method while compensating their shortcomings, an adaptive dynamic pricing policy is proposed based on a machine learning technique, which finds a good balance between invocations of the two aforesaid methods. Experimental results show that the adaptive policy results in consistently high profit for the utility company no matter what policies are employed by the other companies.
topic smart grid
dynamic pricing
machine learning
oligopolistic market
url http://www.aimspress.com/energy/article/610/fulltext.html
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