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Seminar: Non-convex two-stage game: Application to strategic trade between electricity markets

Seminar:  Non-convex two-stage game: Application to strategic trade between electricity markets

“Meet a GERAD researcher!” seminar

Title: Non-convex two-stage game: Application to strategic trade between electricity markets 

Speaker:  Sébastien Debia – HEC Montréal, Canada

Production underlies trade. While trade is a relatively simple process, production is more complex, subject to technical and/or regulatory constraints. What happens if a producer is able to take advantage of the complexity of the production process to fix trade?

This (very) large question is (very) partially answered in this numerical simulation of strategic trade between Québec and New York power systems. We model a two-stage game, solved recursively to obtain a subgame perfect Nash equilibrium. In the second stage, production is optimized to maximize local welfare, subject to various constraints such as production capacity or water availability. In the first stage, traders, who also own the productions assets, set the power flowing between the two regions to maximize their profit. We find that trade may be highly inefficient in this configuration, and may even destroy wealth in the limit.

The obtained game is solved as an equilibrium problem with complementary constraints (EPCC), a game where each player solves a mathematical problem with complementary constraints (MPCC). Given this complexity, we content ourselves with local Nash equilibria solutions.

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Coffee and biscuits will be offered at the beginning of the seminar.
Welcome to everyone!

 

Date

Tuesday April 4, 2017
Starts at 15:30

Price

gratuit

Contact

Place

Université de Montréal - Pavillon André-Aisenstadt
2920, chemin de la Tour
Montréal
QC
Canada
H3T 1N8
514 343-6111
4488

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