Previous Page 5

Displaying 81 – 89 of 89

Showing per page

Rewriting on cyclic structures: Equivalence between the operational and the categorical description

Andrea Corradini, Fabio Gadducci (2010)

RAIRO - Theoretical Informatics and Applications

We present a categorical formulation of the rewriting of possibly cyclic term graphs, based on a variation of algebraic 2-theories. We show that this presentation is equivalent to the well-accepted operational definition proposed by Barendregt et al. – but for the case of circular redexes , for which we propose (and justify formally) a different treatment. The categorical framework allows us to model in a concise way also automatic garbage collection and rules for sharing/unsharing and...

Roots of Nakayama and Auslander-Reiten translations

Helmut Lenzing, Andrzej Skowroński (2000)

Colloquium Mathematicae

We discuss the roots of the Nakayama and Auslander-Reiten translations in the derived category of coherent sheaves over a weighted projective line. As an application we derive some new results on the structure of selfinjective algebras of canonical type.

Currently displaying 81 – 89 of 89

Previous Page 5