We discuss the applicability of the cutting angle method to global minimization of marginal functions. The search of equilibrium prices in the exchange model can be reduced to the global minimization of certain functions, which include marginal functions. This problem has been approximately solved by the cutting angle method. Results of numerical experiments are presented and discussed
The solution of the Subproblem of the Cutting Angle Method of Global Optimization for problems of mi...
The location of the global optimum is very desirable in nonlinear parameter estimation problems. Usi...
This self-contained text provides a solid introduction to global and nonlinear optimization, providi...
The paper deals with combinations of the cutting angle method in global optimization and a local sea...
The paper deals with a method for global minimization of increasing positively homogeneous functions...
The theory of abstract convexity provides us with the necessary tools for building accurate one-side...
Cutting angle method (CAM) is a deterministic global optimization technique applicable to Lipschitz ...
WOS: 000269239900010The paper deals with a method for global minimization of increasing positively h...
"The main objective of this thesis is to develop and study new techniques for solving global optimiz...
Many problems in chemistry depend on the ability to identify the global minimum or maximum of a func...
Methods of Lipschitz optimization allow one to find and confirm the global minimum of multivariate L...
In this article we develop a global optimization algorithm for quasiconvex programming where the obj...
AbstractA new method is proposed for solving box constrained global optimization problems. The basic...
In this paper, we propose a new algorithm for global minimization of functions represented as a diff...
Lower approximation of Lipschitz functions plays an important role in deterministic global optimizat...
The solution of the Subproblem of the Cutting Angle Method of Global Optimization for problems of mi...
The location of the global optimum is very desirable in nonlinear parameter estimation problems. Usi...
This self-contained text provides a solid introduction to global and nonlinear optimization, providi...
The paper deals with combinations of the cutting angle method in global optimization and a local sea...
The paper deals with a method for global minimization of increasing positively homogeneous functions...
The theory of abstract convexity provides us with the necessary tools for building accurate one-side...
Cutting angle method (CAM) is a deterministic global optimization technique applicable to Lipschitz ...
WOS: 000269239900010The paper deals with a method for global minimization of increasing positively h...
"The main objective of this thesis is to develop and study new techniques for solving global optimiz...
Many problems in chemistry depend on the ability to identify the global minimum or maximum of a func...
Methods of Lipschitz optimization allow one to find and confirm the global minimum of multivariate L...
In this article we develop a global optimization algorithm for quasiconvex programming where the obj...
AbstractA new method is proposed for solving box constrained global optimization problems. The basic...
In this paper, we propose a new algorithm for global minimization of functions represented as a diff...
Lower approximation of Lipschitz functions plays an important role in deterministic global optimizat...
The solution of the Subproblem of the Cutting Angle Method of Global Optimization for problems of mi...
The location of the global optimum is very desirable in nonlinear parameter estimation problems. Usi...
This self-contained text provides a solid introduction to global and nonlinear optimization, providi...