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This page lists the preprints associated with this programme only.
A full list is also available, with details of how to submit relevant papers and how to acknowledge INI.

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Authors Title Attachments
I Bomze; PJC Dickinson; G Still The structure of completely positive matrices according to their CP-rank and CP-plus-rank PDF icon ni14088.pdf
JA De Loera; R Hemmecke; J Lee Augmentation algorithms for linear and integer linear programming PDF icon ni14060.pdf
IM Bomze; W Schachinger; R Ullrich New lower bounds and asymptotics for the cp-rank PDF icon ni14048.pdf
PA Amaral; IM Bomze Copositivity-based approximations for mixed-integra fractional quadratic optimization PDF icon ni14043.pdf
IM Bomze; W Schachinger; R Ullrich From seven to eleven: completely positive matrices with high CP-rank PDF icon ni14007.pdf
F Djeumou Fomeni; K Kaparis; AN Letchford Cutting planes for RLT relaxations of mixed 0-1 polynomial programs PDF icon ni14004.pdf
J Gouveia; PA Parrilo; RR Thomas Approximate cone factorizations and lifts of polytopes PDF icon ni13069.pdf
M Fampa; J Lee; W Melo On global optimization with indefinite quadratics PDF icon ni13066.pdf
IM Bomze Copositive relaxation beats Lagrangian dual bounds in quadratically and linearly constrained QPs PDF icon ni13064.pdf
IM Bomze; ML Overton Narrowing the difficulty gap for the Celis-Dennis-Tapia problem PDF icon ni13063.pdf
J Fiala; M Kocvara; M Stingl PENLAB: A MATLAB solver for nonlinear semidefinite optimization PDF icon ni13056.pdf
JA De Loera; J Lee; S Margulies; J Miller Weak orientability of matroids and polynomial equations PDF icon ni13047.pdf
IM Bomze Copositivity for second-order optimality conditions in general smooth optimization problems PDF icon ni13033.pdf
M Kocvara On robustness criteria and robust topology optimization with uncertain loads PDF icon ni13026.pdf
JB Lasserre Tractable approximations of sets defined with quantifiers PDF icon ni13019.pdf
Cordian Riener; Markus Schweighofer Optimization approaches to quadrature: new characterizations of Gaussian quadrature on the line and quadrature with few nodes on plane algebraic curves, on the plane and in higher dimensions PDF icon ni13070.pdf
University of Cambridge Research Councils UK
    Clay Mathematics Institute London Mathematical Society NM Rothschild and Sons