This paper gives an extensive documentation of applications of finite-dimensional nonlinear
complementarity problems in engineering and equilibrium modeling. For most applications …

Optimization makes processes, systems, or products more efficient, reliable, and with better
outcomes. A popular topic on optimization today is multiobjective bilevel optimization …

Several new interfaces have recently been developed requiring PATH to solve a mixed
complementarity problem. To overcome the necessity of maintaining a different version of …

Recent improvements in the capabilities of complementarity solvers have led to an
increased interest in using the complementarity problem framework to address practical …

Computable general equilibrium models and other types of variational inequalities play a
key role in computational economics. This paper describes the design and implementation …

In this paper we analyze the effect of including price competition into a classical (market
entrant's) competitive location problem. The multinomial logit approach is applied to model …

A fundamental problem of mathematics is to find a solution to a square system of nonlinear
equations. Two generalizations of nonlinear equations have been developed, a constrained …

MILES is a solver for nonlinear complementarity problems and nonlinear systems of
equations. This solver can be accessed indirectly through GAMS/MPSGE or GAMS/MCP …

A fundamental problem of mathematics is to find a solution to a square system of nonlinear
equations. Two generalizations of nonlinear equations have been developed, a constrained …

Diverse problems in optimization, engineering, and economics have natural formulations in
terms of complementarity conditions, which state (in their simplest form) that either a certain …