The application of genetic algorithms in a physical problem of modeling of isolated atomic clusters is the topic of our research. Evolutionary algorithms are a mechanism of the global optimization learning about the solution of the search space. This mechanism plays the role of giving the candidates to global optima. We can use the local optimization in the evolutionary process to improve the efficiency of our algorithm. The goal of our work is evaluation of the influence of the local optimization methods (type of simple gradient) on the growing of the efficiency and accuracy of the evolutionary process in optimization of atomic clusters modeling
Evolutionary computation techniques (in particular, genetic algorithms) have been applied to optimiz...
The Morse potential is a simple model for the potential energy of atoms with a single parameter ρ th...
The Morse potential is a simple model for the potential energy of atoms with a single parameter ρ th...
AbstractThe genetic algorithm is recently developed real number coding used in challenging problems ...
Certain aspects of the methodology of genetic algorithms for global structural optimization of clust...
We return to the geometry optimization problem of Lennard-Jones clusters to analyze the performance ...
Examines the problem of "identifying the configurations of molecular structures which correspond to ...
The problem of the determination of the minimum energy configuration of an arrangement of N point pa...
The problem of the determination of the minimum energy configuration of an arrangement of N point pa...
The problem of the determination of the minimum energy configuration of an arrangement of N point pa...
The method of global geometry optimization of atomic and molecular clusters by evolutionary algorith...
In this chapter the physical aspects of the global optimization of the geometry of atomic clusters a...
In this chapter the physical aspects of the global optimization of the geometry of atomic clusters a...
A new flexible implementation of a genetic algorithm for locating unique low energy minima of isomer...
A new flexible implementation of a genetic algorithm for locating unique low energy minima of isomer...
Evolutionary computation techniques (in particular, genetic algorithms) have been applied to optimiz...
The Morse potential is a simple model for the potential energy of atoms with a single parameter ρ th...
The Morse potential is a simple model for the potential energy of atoms with a single parameter ρ th...
AbstractThe genetic algorithm is recently developed real number coding used in challenging problems ...
Certain aspects of the methodology of genetic algorithms for global structural optimization of clust...
We return to the geometry optimization problem of Lennard-Jones clusters to analyze the performance ...
Examines the problem of "identifying the configurations of molecular structures which correspond to ...
The problem of the determination of the minimum energy configuration of an arrangement of N point pa...
The problem of the determination of the minimum energy configuration of an arrangement of N point pa...
The problem of the determination of the minimum energy configuration of an arrangement of N point pa...
The method of global geometry optimization of atomic and molecular clusters by evolutionary algorith...
In this chapter the physical aspects of the global optimization of the geometry of atomic clusters a...
In this chapter the physical aspects of the global optimization of the geometry of atomic clusters a...
A new flexible implementation of a genetic algorithm for locating unique low energy minima of isomer...
A new flexible implementation of a genetic algorithm for locating unique low energy minima of isomer...
Evolutionary computation techniques (in particular, genetic algorithms) have been applied to optimiz...
The Morse potential is a simple model for the potential energy of atoms with a single parameter ρ th...
The Morse potential is a simple model for the potential energy of atoms with a single parameter ρ th...