On Friday October 17, this site was moved to a new server, https://mw.hh.se. The original address will continue to work. Whithin a week or two this site will return to the original address. /Peo HH IT-dep

WG211/M25Yallop

From WG 2.11
Jump to navigationJump to search

(joint work with Guillaume Allais, Edwin Brady, Nathan Corbyn and Ohad Kammar)

We present a new design for an algebraic simplification library structured around concepts from universal algebra: theories, models, homomorphisms, and universal properties of free algebras and free extensions of algebras.

The library's dependently typed interface guarantees that both built-in and user-defined simplification modules are terminating, sound, and complete with respect to a well-specified class of equations.

We have implemented the design in the Idris 2 and Agda dependently typed programming languages and shown that it supports modular extension to new theories, proof extraction and certification, goal extraction via reflection, and interactive development.

Retrieved from "http://mw.hh.se/wg211/index.php?title=WG211/M25Yallop&oldid=2813"