Skip to content
#

modular-polynomials

Star

Here are 3 public repositories matching this topic...

Language: All
Filter by language
All 3 C 1 C++ 1 TypeScript 1

brandonlehmann / classpoly

Sponsor
Star 0

A low-level C implementation of the algorithms to compute class polynomials. Mirrored from Andrew Sutherland's MIT page with additional functionality bolted on.

c cryptography cmake parallel-computing mathematics arbitrary-precision finite-fields elliptic-curves gmp number-theory chinese-remainder-theorem isogeny computational-number-theory complex-multiplication hilbert-class-polynomial algebraic-number-theory class-field-theory imaginary-quadratic-fields class-polynomials modular-polynomials
  • Updated Apr 3, 2026
  • C

brandonlehmann / curve-search-realizer

Sponsor
Star 0

Elliptic curve 2-cycle realize pipeline: constructs CM-method curve pairs over p = 2^255-19 for recursive proof composition (IVC/SNARK/FCMP++). Finds polynomial roots over finite fields, converts class invariants to j-invariants, and emits short Weierstrass parameters with twist security analysis

cryptography cmake curve25519 finite-fields cpp17 elliptic-curves gmp number-theory ntl polynomial-roots snark complex-multiplication weierstrass-curves ivc fcmp recursive-proofs class-polynomials modular-polynomials twist-security proof-composition
  • Updated Apr 13, 2026
  • C++

systemslibrarian / crypto-lab-isogeny-atlas

Sponsor
Star 0

Browser-based isogeny graph demo — the seven open problems, eprint 2026/1431. Compute a real supersingular graph over GF(431²) from the modular polynomials, walk a path between two curves, then see each open problem drawn as a path, cycle, or endomorphism. Real field arithmetic. No backend.

cryptography post-quantum-cryptography elliptic-curve-cryptography crypto-lab isogeny-based-cryptography modular-polynomials supersingular-isogeny-graph endomorphism-ring cgl-hash
  • Updated Aug 2, 2026
  • TypeScript

Improve this page

Add a description, image, and links to the modular-polynomials topic page so that developers can more easily learn about it.

Curate this topic

Add this topic to your repo

To associate your repository with the modular-polynomials topic, visit your repo's landing page and select "manage topics."

Learn more