Weak uniform distribution of un+1=aun+b in Dedekind domains

Autor:	Tichy, Robert F., Turnwald, Gerhard
Zdroj:	manuscripta mathematica; March 1988, Vol. 61 Issue: 1 p11-22, 12p
Abstrakt:	Let R be a Dedekind domain and I be an ideal of R such that the residue class ring R/I is finite. Necessary and sufficient conditions for the inital value uo and the coefficients a,b are obtained such that the recurring sequence un+1=aun+b is weakly uniformly distributed modulo I.
Databáze:	Supplemental Index
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