Results 81 to 90 of about 143 (130)
We describe a new class of General Linear Methods (GLMs) with the following properties: the methods are strictly diagonally implicit, allowing efficient parallel implementation; the stability matrix has no spurious eigenvalues (i.e., only one eigenvalue ...
Robert F. Enenkel, Kenneth R. Jackson
core
Initial value problems for system of differential-algebraic equations in Maple. [PDF]
Thota S.
europepmc +1 more source
An Algorithm For The Numerical Solution Of Differential Equations Of Fractional Order
. Differential equations involving derivatives of non-integer order have shown to be adequate models for various physical phenomena in areas like damping laws, diffusion processes, etc.
Kai Diethelm
core
. We establish a relation between the length T of the integration window of a linear differential equation x ′ + Ax = b and a spectral parameter s ∗. This parameter is determined by comparing the exact solution x(T) at the end of the integration window ...
B. D. Welfert, K. Burrage, Z. Jackiewicz
core
The Numerical Solution of Constrained Hamiltonian Systems.
A Hamiltonian system subject to smooth constraints can typically be viewed as a Hamiltonian system on a manifold. Numerical computations, however, must be performed in $ R^n$.
Leimkuhler, Benedict, Reich, Sebastian
core +1 more source
Modeling the impact of war, interventions, and funding on malaria transmission dynamics in Sudan. [PDF]
Alhaj MS, Nyabadza F.
europepmc +1 more source
Solving Stiff Differential Equations with the Method of Patches
We introduce a new method for solving very stiff sets of ordinary differential equations. The basic idea is to replace the original nonlinear equations with a set of equally stiff equations that are piecewise linear, and therefore can be solved exactly ...
Michael Marder +2 more
core
A mathematical model to simulate the biological action of Infliximab on TNF- α in patients with Inflammatory Bowel Disease: the critical role of drug clearance. [PDF]
Portillo AM, De Prado Á, Soares AJ.
europepmc +1 more source
Symplectic Runge-Kutta Schemes II: Classification Of Symmetric Methods
. A complete classification of all symplectic self-adjoint Runge-Kutta methods with up to 6 stages is given and the derivation process used is outlined.
M. Sofroniou, W. Oevel
core

