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Minimizing concave quadratic functions over a hyperparallelepiped. (Romanian)
Authors: Ungureanu V.
Abstract
The complexity of global and local concave quadratic programming problems is investigated. Algorithms, using bilinear problems' reformulations, and test problems are proposed.Institutul de Matematică Academia de Ştiinţe a Moldovei
str. Academiei 5, Chişinău, MD-2028 Moldova
str. Academiei 5, Chişinău, MD-2028 Moldova
Contents
- The numerical analysis of elastic waves in problems of withdrawal departure of an elastic plate by the impact with a rigid bar. (Russian)
- On the stability of effective solutions of a vector trajectory problem of discrete optimization. II. (Russian)
- Constitutive equations of a microheterogeneous medium under complex monotone loading. (Russian)
- On the stability of a difference scheme for a nonstationary problem in elasticity theory. (Russian)
- On the application of Hermite interpolation polynomials for the calculation of integrals and the solution of the Cauchy problem. (Russian)
- Asymptotic recurrence in correspondences with memory. (Russian)
- Minimizing concave quadratic functions over a hyperparallelepiped. (Romanian)
- On the theory of groups of $W\sb q$-symmetry. (Russian)
- Singular integral operators with generalized Carleman shift in the case of an unbounded contour. (Russian)
- On the effectiveness of the use of a solar sail for the problem of the optimal control of orbital motion. (Russian)
- A simulation model of financial programming. (Russian)
- On the asymptotic representation and stabilization of solutions of some model boundary value problems and conjugation problems for a parabolic system of second-order equations. (Russian)
