Note on the construction of Picard-Vessiot rings for linear differential equations

10/01/2019
by   Ruyong Feng, et al.
0

In this note, we describe a method to construct the Picard-Vessiot ring of a given linear differential equation.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
05/22/2019

On Wormald's differential equation method

This note contains a short and simple proof of Wormald's differential eq...
research
10/18/2022

Galois Groups of Linear Difference-Differential Equations

We study the relation between the Galois group G of a linear difference-...
research
11/28/2021

New Development of Homotopy Analysis Method for a Non-linear Integro-Differential Equations with initial conditions

Homotopy analysis method (HAM) was proposed by Liao in 1992 in his PhD t...
research
01/25/2022

The Inverse Problem for Controlled Differential Equations

We study the problem of constructing the control driving a controlled di...
research
09/14/2021

Multiple shooting with neural differential equations

Neural differential equations have recently emerged as a flexible data-d...
research
02/23/2023

Extending Wormald's Differential Equation Method to One-sided Bounds

In this note, we formulate a “one-sided” version of Wormald's differenti...
research
11/21/2018

Linear Differential Equations as a Data-Structure

A lot of information concerning solutions of linear differential equatio...

Please sign up or login with your details

Forgot password? Click here to reset