نتائج البحث

Minmax-distance approximation and separation problems: geometrical properties.

• Authors : Plastria, Frank¹ ; Carrizosa, Emilio²

• Source: Mathematical Programming. Apr2012, Vol. 132 Issue 1/2, p153-177. 25p.

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On the gap between the quadratic integer programming problem and its semidefinite relaxation.

• Authors : Malik, U.¹ ; Jaimoukha, I. M.¹ ; Halikias, G. D.²

• Source: Mathematical Programming. Jul2006, Vol. 107 Issue 3, p505-515. 11p. 1 Graph.

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Set intersection problems: supporting hyperplanes and quadratic programming

• Authors : C. H. Jeffrey Pang

Subjects: 90C30, 90C59, 47J25, 47A46, 47A50, 52A20, 41A50, 41A65, 46C05, 49J53, 65K10; Intersection (set theory); General Mathematics

• Source: Mathematical Programming. 149:329-359

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Continuous location under the effect of ' refraction'.

• Authors : Puerto, Justo; Ponce, Diego; Blanco, Víctor¹

• Source: Mathematical Programming. Jan2017, Vol. 161 Issue 1/2, p33-72. 40p.

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A new use of Douglas–Rachford splitting for identifying infeasible, unbounded, and pathological conic programs.

• Authors : Liu, Yanli¹ (AUTHOR) ; Ryu, Ernest K.¹ (AUTHOR) ; Yin, Wotao¹ (AUTHOR)

• Source: Mathematical Programming. Sep2019, Vol. 177 Issue 1/2, p225-253. 29p.

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Cut search methods in integer programming

• Authors : Fred Glover

Subjects: Combinatorics; Hyperplane; General Mathematics

• Source: Mathematical Programming. :86-100

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Interior projection-like methods for monotone variational inequalities.

• Authors : Auslender, Alfred¹ ; Teboulle, Marc²

• Source: Mathematical Programming. Sep2005, Vol. 104 Issue 1, p39-68. 30p.

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Geometric random edge.

• Authors : Eisenbrand, Friedrich¹ ; Vempala, Santosh²

• Source: Mathematical Programming. Jul2017, Vol. 164 Issue 1/2, p325-339. 15p.

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How to convexify the intersection of a second order cone and a nonconvex quadratic.

• Authors : Burer, Samuel¹; Kılınç-Karzan, Fatma²

• Source: Mathematical Programming. Mar2017, Vol. 162 Issue 1/2, p393-429. 37p.

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Self-scaled bounds for atomic cone ranks: applications to nonnegative rank and cp-rank.

• Authors : Fawzi, Hamza¹ ; Parrilo, Pablo¹

• Source: Mathematical Programming. Jul2016, Vol. 158 Issue 1/2, p417-465. 49p.

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