Deals with three frontiers in applied mathematics: generalized Nash equilibrium problems, bi-level programming, and mathematical programs with equilibrium constants (MPECs), with equilibrium being the central theme
Discusses both the variational techniques and the applications to economy, thereby catering to theorists and practitioners alike
Presents geometrical and numerical illustrations, suitable examples and exercises to promote a clearer understanding of the concept
Discusses applications of variational techniques in the electricity market
Includes contributions by eminent researchers in the field from across the world
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