Computers and Operations Research
Reformulation descent applied to circle packing problems
Computers and Operations Research
A Vector Assignment Approach for the Graph Coloring Problem
Learning and Intelligent Optimization
A probability collectives approach with a feasibility-based rule for constrained optimization
Applied Computational Intelligence and Soft Computing
Packing unequal circles using formulation space search
Computers and Operations Research
Variable Formulation Search for the Cutwidth Minimization Problem
Applied Soft Computing
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Circle packing problems were recently solved via reformulation descent (RD) by switching between a cartesian and a polar formulation. Mixed formulations, with circle parameters individually formulated in either coordinate system, lead to local search methods in a formulation space. Computational results with up to 100 circles are included.