Optimum design of truss structures is considered as a benchmark problem in the field of the structural optimization. In order to solve this hard combinatorial problem, it is necessary to implement adequate optimization tool that would provide sufficiently wide range of possible solutions within a reasonable time as well as to obtain good exploration and exploitation of search space. The aim of presented study was to compare efficiency of different multi-objective algorithms in solving this task
Different methods are available for simultaneous optimization of cross-section, topology and geometr...
The computational algorithms of dierent multiobjective optimization techniques and their application...
This paper develops a multi-objective Neutrosophic Goal Optimization (NSGO) technique for optimizing...
The Fritz John necessary condition for Pareto-optimality has been set into matrix form and used for ...
In today’s extremely developing and competitive world exploiting from a limited amount of available ...
Structural optimization is an important area related to both optimization and structural engineering...
This article presents a methodology that provides a method for design optimization of steel truss st...
Finding an optimal design for a truss structure involves optimizing its topology, size, and shape. A...
Abstract There are typically three broad categories of structural optimization namely size, shape an...
This paper presents a Backtracking Search Optimization algorithm (BSA) to simultaneously optimize th...
In this paper, a multi-objective non-linear neutrosophic optimization (NSO) approach for optimizing ...
The main goal of the structural optimization is to minimize the weight of structures while satisfyin...
Abstract This paper presents a Backtracking Search Optimization algorithm (BSA) to simultaneously op...
The topic of this thesis is discrete tubular truss optimization using heuristic multipurpose algorit...
Optimal design of structure has a main role in reduction of material usage which leads to deduction ...
Different methods are available for simultaneous optimization of cross-section, topology and geometr...
The computational algorithms of dierent multiobjective optimization techniques and their application...
This paper develops a multi-objective Neutrosophic Goal Optimization (NSGO) technique for optimizing...
The Fritz John necessary condition for Pareto-optimality has been set into matrix form and used for ...
In today’s extremely developing and competitive world exploiting from a limited amount of available ...
Structural optimization is an important area related to both optimization and structural engineering...
This article presents a methodology that provides a method for design optimization of steel truss st...
Finding an optimal design for a truss structure involves optimizing its topology, size, and shape. A...
Abstract There are typically three broad categories of structural optimization namely size, shape an...
This paper presents a Backtracking Search Optimization algorithm (BSA) to simultaneously optimize th...
In this paper, a multi-objective non-linear neutrosophic optimization (NSO) approach for optimizing ...
The main goal of the structural optimization is to minimize the weight of structures while satisfyin...
Abstract This paper presents a Backtracking Search Optimization algorithm (BSA) to simultaneously op...
The topic of this thesis is discrete tubular truss optimization using heuristic multipurpose algorit...
Optimal design of structure has a main role in reduction of material usage which leads to deduction ...
Different methods are available for simultaneous optimization of cross-section, topology and geometr...
The computational algorithms of dierent multiobjective optimization techniques and their application...
This paper develops a multi-objective Neutrosophic Goal Optimization (NSGO) technique for optimizing...