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A computational comparison of symmetry handling methods for mixed integer programs
The handling of symmetries in mixed integer programs in order to speed up the solution
process of branch-and-cut solvers has recently received significant attention, both in theory …
process of branch-and-cut solvers has recently received significant attention, both in theory …
[کتاب][B] Handbook of geometric constraint systems principles
M Sitharam, AS John, J Sidman - 2018 - taylorfrancis.com
The Handbook of Geometric Constraint Systems Principles is an entry point to the currently
used principal mathematical and computational tools and techniques of the geometric …
used principal mathematical and computational tools and techniques of the geometric …
[HTML][HTML] Polytope symmetries of Feynman integrals
L de la Cruz - Physics Letters B, 2024 - Elsevier
Feynman integrals appropriately generalized are A-hypergeometric functions. Among the
properties of A-hypergeometric functions are symmetries associated with the Newton …
properties of A-hypergeometric functions are symmetries associated with the Newton …
Symmetric linear model predictive control
This paper studies symmetry in linear model predictive control (MPC). We define symmetry
for model predictive control laws and for model predictive control problems. Properties of …
for model predictive control laws and for model predictive control problems. Properties of …
A canonical form for positive definite matrices
We exhibit an explicit, deterministic algorithm for finding a canonical form for a positive
definite matrix under unimodular integral transformations. We use characteristic sets of short …
definite matrix under unimodular integral transformations. We use characteristic sets of short …
The complete classification of five-dimensional Dirichlet–Voronoi polyhedra of translational lattices
This paper reports on the full classification of Dirichlet–Voronoi polyhedra and Delaunay
subdivisions of five-dimensional translational lattices. A complete list is obtained of 110 244 …
subdivisions of five-dimensional translational lattices. A complete list is obtained of 110 244 …
Enumeration of the facets of cut polytopes over some highly symmetric graphs
We report here a computation giving the complete list of facets for the cut polytopes over
several very symmetric graphs with 15–30 edges, including K8, K3, 3, 3, K1, 4, 4, K5, 5 …
several very symmetric graphs with 15–30 edges, including K8, K3, 3, 3, K1, 4, 4, K5, 5 …
[کتاب][B] Generalizations of finite metrics and cuts
M Deza, MD Sikiric, E Deza - 2016 - books.google.com
This book introduces oriented version of metrics and cuts and their multidimensional
analogues, as well as partial metrics and weighted metrics. It is a follow-up of Geometry of …
analogues, as well as partial metrics and weighted metrics. It is a follow-up of Geometry of …
On the cohomology of linear groups over imaginary quadratic fields
Let Γ be the group GL N (OD), where OD is the ring of integers in the imaginary quadratic
field with discriminant D< 0. In this paper we investigate the cohomology of Γ for N= 3, 4 and …
field with discriminant D< 0. In this paper we investigate the cohomology of Γ for N= 3, 4 and …
Reduction methods in semidefinite and conic optimization
FN Permenter - 2017 - dspace.mit.edu
Conic optimization, or cone programming, is a subfield of convex optimization that includes
linear, second-order cone, and semidefinite programming as special cases. While conic …
linear, second-order cone, and semidefinite programming as special cases. While conic …