Global ETD Search
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Showing 1 to 4 of 4 for “"Mathematical program with complementarity constraints"”.
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Forward and inverse American option pricing via a complementarity approach
… In Chapter 2, we establish partial differential complementarity systems for pricing American options under the aforementioned three models. We also introduce two different discretization schemes, a finite difference method and a finite element method, for the discretization of the complementarity …
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Global solution to parametric complementarity constrained programs and applications in optimal parameter selection
… 5 based on our findings. Chapter 1, Parametric Complementarity Constrained Programs-- a Review of Methodologies, summarizes the basic techniques that are used in the algorithms for solving the mathematical program with complementarity constraints (MPCC), which is also referred to as the …
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Decomposition-based, complementarity models for renewable energy generation system design optimization
With the development of modern technologies, the design community nowadays often faces engineering systems too complex to be addressed by a single design team. In order to solve such design problems, a common approach is to divide a complex system into coupled, yet smaller subsystems manageable by …
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Design of genetic regulatory networks
… first is based on direct transcription (DT) and mathematical programs with complementarity constraints (MPCCs). Since genetic regulatory networks are dynamic systems, DT is an appropriate optimization strategy, and is used to determine optimal network parameter values. An MPCC formulation is …