Univariate polynomial solutions of algebraic difference equations
Contrary to linear difference equations, there is no general theory of difference equations of the form G(P(x−τ1),…,P(x−τs))+G0(x)=0, with τi∈K, G(x1,…,xs)∈K[x1,…,xs] of total degree D⩾2 and G0(x)∈K[x], where K is a field of characteristic zero. This article is concerned with... Full description
|1st Person:||Shkaravska, Olha|
|Additional Persons:||Van Eekelen, M.|
|Source:||in: Journal of Symbolic Computation (London: Academic Press, 2014), Vol. 60, p. 15-28|
|Type of Publication:||Article|
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