Journals / Turkish Journal of Mathematics / 2013 / Cilt: 37 - Sayı: 4
Finitistic Dimension Conjectures for representations of quivers
- Pages
- 585–591
- DOI
- —
Abstract
Let R be a ring and Q be a quiver. We prove the first Finitistic Dimension Conjecture to be true for RQ, the path ring of Q over R, provided that R satisfies the conjecture. In fact, we prove that if the little and the big finitistic dimensions of R coincide and equal n
Özet
Let R be a ring and Q be a quiver. We prove the first Finitistic Dimension Conjecture to be true for RQ, the path ring of Q over R, provided that R satisfies the conjecture. In fact, we prove that if the little and the big finitistic dimensions of R coincide and equal n