Decision-making problems can be represented as mathematical optimization models, finding wide applications in fields such as economics, engineering and manufacturing, transportation, and health care. Optimization models are mathematical abstractions of the problem of making the best decision while satisfying a set of requirements or constraints. One of the primary barriers to deploying these models in practice is the challenge of helping practitioners understand and interpret such models, particularly when they are infeasible, meaning no decision satisfies all the constraints. Existing methods for diagnosing infeasible optimization models often rely on expert systems, necessitating significant background knowledge in optimization. In this p...
Solutions to non-linear requirements engineering problems may be “brittle”; i.e. small changes may d...
Optimization is of central concern to a number of disciplines. Operations Research and Decision Theo...
Solutions to non-linear requirements engineering problems may be brittle ; i.e. small changes may d...
We present a problem class of mixed-integer nonlinear programs (MINLPs) with nonconvex continuous re...
Packages to encode Machine Learned models into optimization problems is an underdeveloped area, desp...
Nowadays, the increase in data acquisition and availability and complexity around optimization make ...
The optimization problems associated with adaptive and autonomic computing systems are often difficu...
Experienced users often have useful knowledge and intuition in solving real-world optimization probl...
The theory and user instructions for an optimization code based on the method of feasible directions...
Decision systems for solving real-world combinatorial problems must be able to report infeasibility ...
Optimization is of central concern to a number of discip lines. Operations Research and Decision Th...
International audienceThe study of optimization algorithms started at the end of World War II and ha...
Metaheuristic search algorithms look for solutions that either max-imise or minimise a set of object...
Formal models for reasoning are of outmost importance in the feld of Intelligent Systems. This spec...
Machine learning (ML) has evolved dramatically over recent decades, from relative infancy to a pract...
Solutions to non-linear requirements engineering problems may be “brittle”; i.e. small changes may d...
Optimization is of central concern to a number of disciplines. Operations Research and Decision Theo...
Solutions to non-linear requirements engineering problems may be brittle ; i.e. small changes may d...
We present a problem class of mixed-integer nonlinear programs (MINLPs) with nonconvex continuous re...
Packages to encode Machine Learned models into optimization problems is an underdeveloped area, desp...
Nowadays, the increase in data acquisition and availability and complexity around optimization make ...
The optimization problems associated with adaptive and autonomic computing systems are often difficu...
Experienced users often have useful knowledge and intuition in solving real-world optimization probl...
The theory and user instructions for an optimization code based on the method of feasible directions...
Decision systems for solving real-world combinatorial problems must be able to report infeasibility ...
Optimization is of central concern to a number of discip lines. Operations Research and Decision Th...
International audienceThe study of optimization algorithms started at the end of World War II and ha...
Metaheuristic search algorithms look for solutions that either max-imise or minimise a set of object...
Formal models for reasoning are of outmost importance in the feld of Intelligent Systems. This spec...
Machine learning (ML) has evolved dramatically over recent decades, from relative infancy to a pract...
Solutions to non-linear requirements engineering problems may be “brittle”; i.e. small changes may d...
Optimization is of central concern to a number of disciplines. Operations Research and Decision Theo...
Solutions to non-linear requirements engineering problems may be brittle ; i.e. small changes may d...