The distinctive paper is devoted to some topical issues related to hill-climbing problems (minimum search, maximum search in structural mechanics. Theoretical foundations for computing of the minimum and maximum of functions and functionals (these problem normally turn up within variational methods) including several simplest samples and the corresponding mixed case of finding the minimum (maximum) of the integral, when both the variables and the functions var
Paper focuses on the problems of application of extreme energy principles and nonlinear mathematical...
Summarization: In the theory of plastic structural design via optimality criteria (due to W. Prager)...
The maximum principle developed by the Russian mathemati-cian, L.S. Pontryagin is considered to be o...
We prove the existence of a critical point at the mountain pass energy level for a general class of ...
A tutorial survey of some recent approaches to structural optimization is given. Emphasis is placed ...
AbstractStructural optimization problems are normally formulated and solved in terms of mathematical...
Abstract. We present he problem of remodeling a given structure such as to improve structural perfor...
The algorithm of application of the method of steepest descent to the solution of problems of struct...
This volume contains selected papers in three closely related areas: mathematical modeling in mechan...
Packaged computer programs are available for solving the two-point boundary-value problems resulting...
The problem of structural optimization for elastic bodies is considered. The goal is to minimize an ...
This paper is about the finding the maximum and minimum values of the function of n- variables with ...
Abstract. A variational formulation is presented for the problem of predicting the optimal structura...
Many problems of structural optimization and analysis of stress and strain lead to function optimiza...
The method of steepest descent is used to minimize typical functionals from elasticity
Paper focuses on the problems of application of extreme energy principles and nonlinear mathematical...
Summarization: In the theory of plastic structural design via optimality criteria (due to W. Prager)...
The maximum principle developed by the Russian mathemati-cian, L.S. Pontryagin is considered to be o...
We prove the existence of a critical point at the mountain pass energy level for a general class of ...
A tutorial survey of some recent approaches to structural optimization is given. Emphasis is placed ...
AbstractStructural optimization problems are normally formulated and solved in terms of mathematical...
Abstract. We present he problem of remodeling a given structure such as to improve structural perfor...
The algorithm of application of the method of steepest descent to the solution of problems of struct...
This volume contains selected papers in three closely related areas: mathematical modeling in mechan...
Packaged computer programs are available for solving the two-point boundary-value problems resulting...
The problem of structural optimization for elastic bodies is considered. The goal is to minimize an ...
This paper is about the finding the maximum and minimum values of the function of n- variables with ...
Abstract. A variational formulation is presented for the problem of predicting the optimal structura...
Many problems of structural optimization and analysis of stress and strain lead to function optimiza...
The method of steepest descent is used to minimize typical functionals from elasticity
Paper focuses on the problems of application of extreme energy principles and nonlinear mathematical...
Summarization: In the theory of plastic structural design via optimality criteria (due to W. Prager)...
The maximum principle developed by the Russian mathemati-cian, L.S. Pontryagin is considered to be o...