Recommendations · Algorithm 703: MEBDF: a FORTRAN subroutine for solving first-order systems of stiff initial value problems for ordinary differential equations.
This paper describes a code based on a class of modified extended backward differentiation formulae for the numerical integration of stiff initial value ...
In this paper we wish to describe a general-purpose code based on this approach, to evaluate the performance of our code on a set of challenging stiff test ...
People also ask
How to prove initial value problem?
What is the initial value problem format?
What is the initial value problem in an ordinary differential equation?
Can an initial value problem have more than one solution?
Apr 28, 2024 · An efficient algorithm for the numerical integration of large sparse systems of stiff initial value ordinary differential equations (ODEs) ...
It is shown that on this test set the MEBDF code is very reliable and is competitive with the other two codes on a significant class of problems. A computer ...
An efficient algorithm for the numerical integration of large sparse systems of stiff initial value ordinary differential equations (ODEs) and ...
Abstract: This paper seeks numerical solutions to a stiff initial value problem using a modified extended backward differentiation formula.
The dsolve command with the options numeric and method=mebdfi finds a numerical solution of a DAE system using the Modified Extended Backward Differentiation ...
On the integration of stiff systems of O.D.E.s using extended backward differentiation formulae · A new efficient algorithm for solving differential-algebraic ...
Nov 23, 2015 · This document presents numerical solutions for stiff initial value problems using a modified extended backward differentiation formula ...