In [1-6], we presented a computational procedure defined as the optimal derivative of a nonlinear ODE. This procedure is a global approximation conceived initially to associate a linear equation to a nonlinear ODE in the neighborhood of a steady state, in particular when the nonlinearity is not smooth enough, near the steady state
Summarization: A deterministic spatial branch and bound global optimization algorithm is presented f...
In this paper we introduce a procedure for identifying optimal methods in parametric families of num...
AbstractThe aim of this paper is to present a computational procedure of an optimal approximation me...
AbstractWe construct an optimal approximation procedure for the resolution of the initial value prob...
AbstractThe aim of this paper is to present an optimal approximation method for a nonlinear ordinary...
Abst rac t--The aim of this paper is to present an optimal approximation method for a nonlinear ordi...
AbstractWe survey some recent optimality results for the numerical solution of initial value problem...
An optimal finite difference method for the numerical solution of the Cauchy problem for a given par...
AbstractThis paper suggests a new approach to the choice of an initial guess in the variational iter...
AbstractThis paper describes a way of approximating the optimal extrapolation of iterative technique...
Summarization: The optimization of systems which are described by ordinary differential equations (O...
AbstractWe show how to obtain sharp lower bounds on the asymptotic error of algorithms for solving n...
AbstractThis paper is devoted to the study of an iterative class for numerically approximating the s...
Classical considerations of stability in ODE initial and boundary problems are mirrored by correspon...
The book discusses the solutions to nonlinear ordinary differential equations (ODEs) using analytica...
Summarization: A deterministic spatial branch and bound global optimization algorithm is presented f...
In this paper we introduce a procedure for identifying optimal methods in parametric families of num...
AbstractThe aim of this paper is to present a computational procedure of an optimal approximation me...
AbstractWe construct an optimal approximation procedure for the resolution of the initial value prob...
AbstractThe aim of this paper is to present an optimal approximation method for a nonlinear ordinary...
Abst rac t--The aim of this paper is to present an optimal approximation method for a nonlinear ordi...
AbstractWe survey some recent optimality results for the numerical solution of initial value problem...
An optimal finite difference method for the numerical solution of the Cauchy problem for a given par...
AbstractThis paper suggests a new approach to the choice of an initial guess in the variational iter...
AbstractThis paper describes a way of approximating the optimal extrapolation of iterative technique...
Summarization: The optimization of systems which are described by ordinary differential equations (O...
AbstractWe show how to obtain sharp lower bounds on the asymptotic error of algorithms for solving n...
AbstractThis paper is devoted to the study of an iterative class for numerically approximating the s...
Classical considerations of stability in ODE initial and boundary problems are mirrored by correspon...
The book discusses the solutions to nonlinear ordinary differential equations (ODEs) using analytica...
Summarization: A deterministic spatial branch and bound global optimization algorithm is presented f...
In this paper we introduce a procedure for identifying optimal methods in parametric families of num...
AbstractThe aim of this paper is to present a computational procedure of an optimal approximation me...