2. Scalar linear difference equations

2.1 Linear difference equations with constant coefficients

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

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Scalar linear difference equations

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(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....

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