summary:The system of equations $h_i(x)=0\ (i=1,\ldots,r;\ x\in E_n)$ is solved by means of iterative methods of minimization of the functions A) $max_i\ h_i(x)$ under the conditions $h_i(x)\geq 0$, B) $max_i\ \left|h_i(x)\right|$. These methods are derived from the Zoutendijk's method of feasible directions. A good deal of attention is paid to their numerical aspects
a b s t r a c t A novel method of locating all real roots of systems of nonlinear equations is prese...
AbstractOptimization means the provision of a set of numerical parameter values which will give the ...
An approach to the solution of max-min problems which takes into account the peculiarities of both t...
summary:The system of equations $h_i(x)=0\ (i=1,\ldots,r;\ x\in E_n)$ is solved by means of iterativ...
summary:A finite iteration method for solving systems of (max, min)-linear equations is presented. T...
AbstractWe describe a method for solving systems of N + 1 nonlinear equations in N + 1 unknowns y \t...
We present a new method for solving a nonlinear minimax problem. This new algorithm exploits the st...
Three methods of feasible directions for optimal control are reviewed. These methods are an extensio...
Nonlinear functions are crucial points and terms in engineering problems. Actual and physical proble...
The solution of some forms of nonlinear H ∞ /L2-gain problems can be obtained via solution of the co...
An algorithm for computing the Chebyshev solution of a system of inconsistent linear equations is gi...
summary:Max-min algebra and its various aspects have been intensively studied by many authors [1, 4]...
summary:This article develops a parametric method depend on threshold technique for solving some opt...
The problem of optimizing a nonlinear function of one or more variables in the sense of locating the...
We introduce an optimization problem called a minimax program that is similar to a linear program, e...
a b s t r a c t A novel method of locating all real roots of systems of nonlinear equations is prese...
AbstractOptimization means the provision of a set of numerical parameter values which will give the ...
An approach to the solution of max-min problems which takes into account the peculiarities of both t...
summary:The system of equations $h_i(x)=0\ (i=1,\ldots,r;\ x\in E_n)$ is solved by means of iterativ...
summary:A finite iteration method for solving systems of (max, min)-linear equations is presented. T...
AbstractWe describe a method for solving systems of N + 1 nonlinear equations in N + 1 unknowns y \t...
We present a new method for solving a nonlinear minimax problem. This new algorithm exploits the st...
Three methods of feasible directions for optimal control are reviewed. These methods are an extensio...
Nonlinear functions are crucial points and terms in engineering problems. Actual and physical proble...
The solution of some forms of nonlinear H ∞ /L2-gain problems can be obtained via solution of the co...
An algorithm for computing the Chebyshev solution of a system of inconsistent linear equations is gi...
summary:Max-min algebra and its various aspects have been intensively studied by many authors [1, 4]...
summary:This article develops a parametric method depend on threshold technique for solving some opt...
The problem of optimizing a nonlinear function of one or more variables in the sense of locating the...
We introduce an optimization problem called a minimax program that is similar to a linear program, e...
a b s t r a c t A novel method of locating all real roots of systems of nonlinear equations is prese...
AbstractOptimization means the provision of a set of numerical parameter values which will give the ...
An approach to the solution of max-min problems which takes into account the peculiarities of both t...
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