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Solving a Huff-like competitive location and design model for profit maximization in the plane
A chain wants to set up a single new facility in a planar market where similar facilities of
competitors, and possibly of its own chain, are already present. Fixed demand points split …
competitors, and possibly of its own chain, are already present. Fixed demand points split …
Диагональные методы глобальной оптимизации
ЯД Сергеев, ДЕ Квасов - 2008 - elibrary.ru
Настоящая книга посвящена теоретически актуальным и практически важным
вопросам разработки теории и численных методов решения широкого класса задач …
вопросам разработки теории и численных методов решения широкого класса задач …
The big cube small cube solution method for multidimensional facility location problems
A Schöbel, D Scholz - Computers & Operations Research, 2010 - Elsevier
In this paper we propose a general solution method for (non-differentiable) facility location
problems with more than two variables as an extension of the Big Square Small Square …
problems with more than two variables as an extension of the Big Square Small Square …
L ipschitz global optimization
YD Sergeyev, DE Kvasov - Wiley Encyclopedia of Operations …, 2010 - Wiley Online Library
In this paper, a global optimization problem is considered where the objective function and
constraints are multiextremal black‐box functions satisfying the Lipschitz condition over a …
constraints are multiextremal black‐box functions satisfying the Lipschitz condition over a …
New interval methods for constrained global optimization
Interval analysis is a powerful tool which allows to design branch-and-bound algorithms
able to solve many global optimization problems. In this paper we present new adaptive …
able to solve many global optimization problems. In this paper we present new adaptive …
Optimal circle covering problems and their applications
B Bánhelyi, E Palatinus, BL Lévai - Central European Journal of …, 2015 - Springer
We study a special type of circle covering problem, the complete cover of polygons by not
necessarily congruent circles with prescribed centres. We introduce a branch-and-bound …
necessarily congruent circles with prescribed centres. We introduce a branch-and-bound …
Improved interval optimization method based on differential evolution for microgrid economic dispatch
S Wang, X Fan, L Han, L Ge - Electric Power Components and …, 2015 - Taylor & Francis
This article proposes an improved interval optimization method based on differential
evolution for dynamic economic dispatch of a microgrid. First, the dynamic economic …
evolution for dynamic economic dispatch of a microgrid. First, the dynamic economic …
New subinterval selection criteria for interval global optimization
T Csendes - Journal of Global Optimization, 2001 - Springer
The theoretical convergence properties of interval global optimization algorithms that select
the next subinterval to be subdivided according to a new class of interval selection criteria …
the next subinterval to be subdivided according to a new class of interval selection criteria …
Improving the Giant-Armadillo Optimization Method
Global optimization is widely adopted presently in a variety of practical and scientific
problems. In this context, a group of widely used techniques are evolutionary techniques. A …
problems. In this context, a group of widely used techniques are evolutionary techniques. A …
Using interval analysis for solving planar single-facility location problems: new discarding tests
J Fernández, B PelegrÍn - Journal of Global Optimization, 2001 - Springer
Interval analysis is a powerful tool which allows the design of branch-and-bound methods
able to solve many global optimization problems. The key to the speed of those methods is …
able to solve many global optimization problems. The key to the speed of those methods is …