Computing in Coq with Infinite Algebraic Data Structures
César Domínguez, Rubio, Julio · arXiv (Cornell University) · 2010
Computational content encoded into constructive type theory proofs can be used to make computing experiments over concrete data structures. In this paper, we explore this possibility when working in Coq with chain complexes of infinite type (that is to say, generated by infinite sets) as a part of the formalization of a hierarchy of homological algebra structures.