TY - GEN
T1 - Stackelberg-Auction Demand Response Design to Enhance Prosumers Participation in Local Electricity Markets
AU - Khaledi, Arian
AU - Ahmed, Fatma
AU - Rahman, Mumu M.
AU - Abedrabboh, Khaled
AU - Al Fagih, Luluwah
N1 - Publisher Copyright:
© 2026 IEEE.
PY - 2026
Y1 - 2026
N2 - Local Electricity Markets (LEMs) enable decentralized energy trading, reducing carbon emissions and grid costs while integrating renewable energy sources. However, barriers such as intermittent generation, fluctuating demand, and consumer uncertainty prevent effective management. This research presents an auction-based demand response mechanism that uses a Stackelberg game to increase the engagement of prosumers in LEMs. The model analyzes consumer participation, demand flexibility, and decision-making, taking into account the uncertainty surrounding willingness to participate. The grid operator serves as the leader, sending price signals to encourage flexibility, while aggregators and distributed energy resource owners participate in a uniform-price auction. The operator selects the lowest-cost proposals to ensure grid stability and reliability. The Stackelberg game model used in our research enables precise forecasting of demand response (DR) behavior and improves decision-making in a dynamic energy landscape from the operator's perspective. The outcome is a decision-making tool that enables operators to predict consumer behavior more efficiently and increase demand-side participation in LEMs. This study provides policymakers with significant information, including data-driven recommendations to enhance the adoption of renewable energy sources, improve regulatory frameworks, and promote sustainable growth in the energy market. Additionally, this study facilitates the design of efficient, flexible, and resilient energy systems.
AB - Local Electricity Markets (LEMs) enable decentralized energy trading, reducing carbon emissions and grid costs while integrating renewable energy sources. However, barriers such as intermittent generation, fluctuating demand, and consumer uncertainty prevent effective management. This research presents an auction-based demand response mechanism that uses a Stackelberg game to increase the engagement of prosumers in LEMs. The model analyzes consumer participation, demand flexibility, and decision-making, taking into account the uncertainty surrounding willingness to participate. The grid operator serves as the leader, sending price signals to encourage flexibility, while aggregators and distributed energy resource owners participate in a uniform-price auction. The operator selects the lowest-cost proposals to ensure grid stability and reliability. The Stackelberg game model used in our research enables precise forecasting of demand response (DR) behavior and improves decision-making in a dynamic energy landscape from the operator's perspective. The outcome is a decision-making tool that enables operators to predict consumer behavior more efficiently and increase demand-side participation in LEMs. This study provides policymakers with significant information, including data-driven recommendations to enhance the adoption of renewable energy sources, improve regulatory frameworks, and promote sustainable growth in the energy market. Additionally, this study facilitates the design of efficient, flexible, and resilient energy systems.
KW - Consumer Behavior
KW - Demand Flexibility Market
KW - Distributed Energy Resources
KW - Stackelberg Game
KW - UniformPrice Auction
UR - https://www.scopus.com/pages/publications/105041480773
U2 - 10.1109/CPEEE69412.2026.11521676
DO - 10.1109/CPEEE69412.2026.11521676
M3 - Conference contribution
AN - SCOPUS:105041480773
T3 - 2026 16th International Conference on Power, Energy, and Electrical Engineering, CPEEE 2026
SP - 544
EP - 548
BT - 2026 16th International Conference on Power, Energy, and Electrical Engineering, CPEEE 2026
PB - Institute of Electrical and Electronics Engineers Inc.
T2 - 16th International Conference on Power, Energy, and Electrical Engineering, CPEEE 2026
Y2 - 6 March 2026 through 8 March 2026
ER -