Directory UMM :Data Elmu:jurnal:J-a:Journal of Computational And Applied Mathematics:Vol106.Issue1.1999:
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order numerical integration methods using lower order Adams } Bashforth and Adams } Moulton.. methods 19
We describe the structure of the nonlinear system for the coecients of diagonally implicit multistage integration methods for ordinary dierential equations. This structure is
For example, in [5,6] dierential equations of arbitrary order were constructed for the generalized Laguerre and ultraspherical
In this work we construct several standard and nonstandard nite-dierence schemes to solve a system of three ordinary nonlinear dierential equations that models photoconductivity
Continuous numerical solutions of coupled mixed partial dierential systems using Fer’s factorization.. Sergio Blanes a ; ∗ , Lucas
In this paper we are concerned with an algebraic method introduced in [1] in order to study poly- nomial modications of Hermitian functionals L dened on the linear space of
Although it is not an orthogonal family, the falling factorial sequence of polynomials satises a rst order dierence equation and also a two term recurrence relation..
We choose to illustrate the phenomenon in the case of a family of polynomials introduced by Koornwinder [14], but it is clear that the same analysis can be done for many other
