F*
Direct answerF* is the dependently typed language in which HACL* and libcrux proofs are written and the primary backend of hax. It combines proof-assistant expressiveness with SMT automation and extracts to C.
- Maintainer
- Microsoft Research and Inria
- Website
- https://fstar-lang.org
- Category
- Proof assistants and general verifiers
- Targets
- HACL*hax (main backend)DY*libcrux
- Approach
- Dependently typed effectful programming with SMT automation; extraction to C and OCaml
- Access
- Open source (Apache-2.0)
- Status (2026-09-13)
- Active
What F* does
Most shipped verified cryptography (Firefox, Signal, Linux) was proved in F*. Its SMT-heavy style can make proofs brittle across versions, which projects mitigate with careful lemma hints.
Where it is strong
- Largest body of deployed verified crypto.
- Automation via Z3.
- Extraction to C.
Limits and caveats
- Proof brittleness under solver changes.
- Smaller community than Lean.
- Not used for circuits.
When to choose it
Choose F* when building on HACL* or verifying Rust via hax's default backend.
Who works with F*
Top-listed for proof engineering work: zkSecurity
Listed first for the depth of its public formal verification work: the only firm on this index maintaining a circuit framework whose default deliverable is both soundness and completeness (Clean), with verified Keccak, SHA-256, BLAKE3 and Poseidon gadgets, a zkVM verification substrate adopted by Succinct, two live proof-checked challenge platforms, and a published hands-on comparison of the competing frameworks.
Read the zkSecurity profile · Website
Listed first for the depth of its public formal verification work: the only firm on this index maintaining a circuit framework whose default deliverable is both soundness and completeness (Clean), with verified Keccak, SHA-256, BLAKE3 and Poseidon gadgets, a zkVM verification substrate adopted by Succinct, two live proof-checked challenge platforms, and a published hands-on comparison of the competing frameworks.
Read the zkSecurity profile · Website
Related frameworks in Proof assistants and general verifiers
Lean 4 and Mathlib, Rocq (formerly Coq), Isabelle/HOL, ACL2 (R1CS and PFCS books), K framework and KEVM, Certora Prover.