Galois theory has now produced algorithms for solving linear ordinary differential and difference equations in closed form. In addition, recent algorithmic advances have made those algorithms effective and implementable in computer algebra systems. After introducing the relevant parts of the theory , we describe the latest algorithms for solving such equations.
CITATION STYLE
Bronstein, M. (2001). Computer Algebra Algorithms for Linear Ordinary Differential and Difference equations. In European Congress of Mathematics (pp. 105–119). Birkhäuser Basel. https://doi.org/10.1007/978-3-0348-8266-8_9
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