This paper presents a method for constructing polynomial approximations of the solutions of nonlinear initial value systems of differential equations.
This paper presents a method for constructing polynomial approximations of the solutions of nonlinear initial value systems of differential equations.
Resumen: This paper presents a method for constructing polynomial approximations of the solutions of nonlinear initial value systems of differential ...
This paper deals with the construction of approximate polynomial solutions, with a prefixed accuracy, of initial value problems for nonlinear ordinary ...
Constructing accurate polynomial approximations for nonlinear differential initial value problems.
Missing: systems | Show results with:systems
This paper deals with the construction of approximate polynomial solutions, with a prefixed accuracy, of initial value problems for nonlinear ordinary ...
Missing: systems | Show results with:systems
Polynomial approximation of nonlinear differential systems with prefixed accuracy. Authors. Benito Chen-Charpentier · ORCID ID · Lucas Jódar · Aleksey S ...
Jun 16, 2014 · Jodar, A.S. Telyakovskiy, Polynomial approximation of nonlinear differential systems with prefixed accuracy, Applied Mathematics and Computation ...
Abstract. Modified second kind Chebyshev polynomials for solving higher order differential equations are presented in this paper.
People also ask
What is a polynomial approximation?
Can we solve nonlinear differential equations?
Jun 30, 2020 · Yes, one can do that, this is called the Taylor series method. Most efficiently you do this with methods of algorithmic differentiation.