Quasi-linearization of a general self-adjoint Riccati equation

Application of Iterative Methods for Solving General Riccati Equation

Linearization-preserving self-adjoint and symplectic integrators

This article is concerned with geometric integrators which are linearization-preserving, i.e. numerical integrators which preserve the exact linearization at every fixed point of an arbitrary system of ODEs. For a canonical Hamiltonian system, we propose a new symplectic and self-adjoint B-series method which is also linearization-preserving. In a similar fashion, we show that it is possible to...

application of iterative methods for solving general riccati equation

0

application of iterative methods for solving general riccati equation

The General Solutions of Linear ODE and Riccati Equation

This paper gives out the general solutions of variable coefficients Linear ODE and Riccati equation by way of integral series E(X) and F (X). Such kinds of integral series are the generalized form of exponential function, and keep the properties of convergent and reversible.