Parapermanents of triangular matrices and some general theorems on number sequences
J. Integer Seq. 19(2), Article 16.2.2, 23 p., electronic only (2016)
Summary
Summary: Applying the apparatus of triangular matrices, this paper determines general relations between the terms of the sequences generated by linear homogeneous recurrence equations. We single out, in particular, the class of normal linear recurrence equations, for which the corresponding number sequences have some interesting number-theoretic properties.
Mathematics Subject Classification
15A15, 11B37, 11B39
Keywords/Phrases
triangular matrix, parapermanent, recurrence equation, generating function
