puiseuxth
Root computation library
Formal proof and implementation of Puiseux's Theorem for computing roots of polynomials.
Formal proof in Coq of Puiseux's Theorem.
4 stars
2 watching
0 forks
Language: Coq
last commit: 5 months ago
Linked from 1 awesome list
Related projects:
Repository | Description | Stars |
---|---|---|
| A personal repository of formally verified mathematics using the Coq proof assistant | 292 |
| A comprehensive Coq library providing formal definitions and proofs of rewriting theory, lambda-calculus, and termination. | 35 |
| A formal proof of a fundamental result in graph theory using the Coq proof assistant | 174 |
| Formalization of mathematical theorems about solvability and Galois theory for polynomials | 28 |
| Formalizations of logical deduction systems using Coq | 44 |
| Formalizing mathematical theorems from Hardy's book in Coq to create a rigorous and reproducible formalization of number theory | 53 |
| A formalization of Dedekind reals numbers in the Coq programming language | 43 |
| A Haskell library for manipulating polynomials with efficient arithmetic operations and scaling. | 67 |
| A comprehensive library of constructive Coq proofs for Kruskal's tree theorem and related concepts. | 0 |
| A formalization of polymorphic lambda calculus with a proof of parametricity theorem. | 33 |
| Formalizes mathematics using the univalent point of view | 964 |
| A formalization of geometry using the Coq proof assistant. | 186 |
| Provides a constructive account of Wim Veldman's proof of a variant of Kruskal's tree theorem for rose trees in Coq. | 0 |
| A collection of lemmas and tactics about lists and binary relations for a proof assistant | 30 |
| A Coq library for proving properties about stateful systems through parameterized coinduction | 43 |