Difference equations : Scalar linear difference equations

Scalar linear difference equations
Difference equations

Authors : Guoting CHEN, Jean DELLA DORA

Publication date: October 10, 2007 | Lire en français

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2. Scalar linear difference equations

To motivate you, we'll start with an elementary approach to the theory of linear difference equations with constant coefficients.

We define an application, denoted τ :

τ : C^{}

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Scalar linear difference equations

(1) - ABRAMOV (S.A.), PETKOVSEK (M.) - D'Alembertian solutions of nonhomogeneous linear ordinary differential and difference equations. - Manuscrit (1994).
(2) - ADAMS (C.R.) - On the irregular cases of linear ordinary difference equations. - Trans. Amer. Math. Soc., 30, 507-541 (1928).

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