secp256k1

Pure Haskell Schnorr, ECDSA on the elliptic curve secp256k1 (docs.ppad.tech/secp256k1).
git clone git://git.ppad.tech/secp256k1.git
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CHANGELOG (3304B)


      1 # Changelog
      2 
      3 - 0.5.7 (2026-06-07)
      4   * Improves the performance of all wNAF-based signing & verification
      5     functions by about 1.5-2x, due to optimizations in 1) the
      6     constant-time wNAF scalar multiplication function, and 2) upstream
      7     modular field inversion (in ppad-fixed).
      8 
      9 - 0.5.6 (2026-06-07)
     10   * Improves the wall-clock performance of the constant-time, non-wNAF
     11     scalar multiplication function by about 35%. ECDH also speeds up
     12     proportionally as a direct result.
     13 
     14 - 0.5.5 (2026-05-22)
     15   * Adds no-hash ECDSA signature verification utilities that skip the
     16     internal SHA256 step.
     17 
     18 - 0.5.4 (2026-02-04)
     19   * Nonce generation for ECDSA is now more secure due to recent
     20     improvements in ppad-hmac-drbg. The DRBG state is now guaranteed
     21     to live in only one location on the heap, and it is now wiped
     22     explicitly after use.
     23 
     24   * ECDSA signing now allocates about 1.5 orders of magnitude less than
     25     it did previously.
     26 
     27 - 0.5.3 (2026-01-10)
     28   * Bumps the ppad-sha256 and ppad-hmac-drbg dependencies.
     29 
     30 - 0.5.2 (2025-12-28)
     31   * Adds an explicit 64-bit architecture constraint.
     32   * Tests on GHC.10.3.
     33 
     34 - 0.5.1 (2025-12-27)
     35   * Improves the constant-time semantics in wNAF scalar multiplication,
     36     replacing "indexing via a constant-time selected value" by performing
     37     a full window scan and selecting via mask.
     38 
     39 - 0.5.0 (2025-12-21)
     40   * We get a significant upgrade to all functionality by pulling in the
     41     ppad-fixed library for large unsigned and Montgomery-form integers.
     42     Constant-time and allocation properties are made much more rigorous
     43     across the board, as we no longer depend on 'Integer' whatsoever.
     44 
     45     This version also improves performance radically throughout. A
     46     summary of the speedups achieved:
     47 
     48     sign_schnorr:   ~7.1x speedup
     49     verify_schnorr: ~4.5x speedup
     50     sign_ecdsa:     ~1.5x speedup
     51     verify_ecdsa:   ~4.5x speedup
     52 
     53 - 0.4.0 (2025-06-21)
     54   * Scalar multiplication, signing, verifying, and ECHD functions are now
     55     all total, returning 'Nothing' when supplied with invalid inputs.
     56   * Adds a group element check to 'mul_wnaf'.
     57 
     58 - 0.3.0 (2025-03-14)
     59   * Adds 'ecdh' for computing ECDH secrets, any given secret being the
     60     SHA256 hash of the x-coordinate of the appropriate secp256k1 point.
     61 
     62 - 0.2.2 (2025-02-16)
     63   * Exports the secp256k1 "point at infinity" as _CURVE_ZERO.
     64 
     65 - 0.2.1 (2024-12-18)
     66   * Adds 'serialize_point' for compressed-format serialization of
     67     secp256k1 points.
     68 
     69 - 0.2.0 (2024-11-08)
     70   * Adds wNAF ("w-ary non-adjacent form") scalar multiplication, as
     71     well as fast 'sign' and 'verify' variants for Schnorr and ECDSA
     72     (disambiguated by a trailing apostrophe) that make use of it.
     73 
     74     Each wNAF-powered function requires a 'Context' consisting of
     75     precomputed secp256k1 generator multiples; one can be gotten via
     76     'precompute'.
     77 
     78     Note that the non-wNAF-powered sign and verify functions have
     79     incurred a slight performance decrease (on the order of tens to
     80     hundreds of microseconds) as a result.
     81 
     82   * Adds 'parse_sig' for parsing compact signatures.
     83 
     84   * Adds a dependency on the 'primitive' library (already transitively required
     85     via 'ppad-hmac-drbg').
     86 
     87 - 0.1.0 (2024-10-19)
     88   * Initial release, supporting public key derivation and Schnorr &
     89     ECDSA signatures on secp256k1.
     90