activity
20172022
most citedMaintaining a Library of Formal Mathematics

15 citations · 34 across the 6 of their papers we have counts for

collaborators

8 papers

cs.LO2022

Formalized functional analysis with semilinear maps

Frédéric Dupuis, Robert Y. Lewis, Heather Macbeth

Semilinear maps are a generalization of linear maps between vector spaces where we allow the scalar action to be twisted by a ring homomorphism such as complex conjugation. In part…

cs.LO2021

A bi-directional extensible interface between Lean and Mathematica

Robert Y. Lewis, Minchao Wu

We implement a user-extensible ad hoc connection between the Lean proof assistant and the computer algebra system Mathematica. By reflecting the syntax of each system in the other…

cs.LO2020

Formalizing the Ring of Witt Vectors

Johan Commelin, Robert Y. Lewis

The ring of Witt vectors over a base ring is an important tool in algebraic number theory and lies at the foundations of modern -adic Hodge theory. $\mathbb{W…

cs.PL202015 cited

Maintaining a Library of Formal Mathematics

Floris van Doorn, Gabriel Ebner, Robert Y. Lewis

The Lean mathematical library mathlib is developed by a community of users with very different backgrounds and levels of experience. To lower the barrier of entry for contributors…

cs.PL2020

Simplifying Casts and Coercions

Robert Y. Lewis, Paul-Nicolas Madelaine

This paper introduces norm_cast, a toolbox of tactics for the Lean proof assistant designed to manipulate expressions containing coercions and casts. These expressions can be frust…

cs.LO20198 cited

A formal proof of Hensel's lemma over the p-adic integers

Robert Y. Lewis

The field of -adic numbers and the ring of -adic integers are essential constructions of modern number theory. Hensel's lemma, described by Gouv…