perf: eliminate ~7 allocations per signature in batch verify
The per-signature loop in verifySchnorrBatch allocated ~7 objects per signature: 4 LongArray(4) for r/s/e/rx/ry, 1 ByteArray for hash input, 1 ByteArray(32) for sha256 output, plus ScalarN.reduce intermediates. For a batch of 16 signatures, that's ~112 allocations. Replace with pre-allocated scratch buffers from PointScratch: - r, s, e → scalarTmp1/2/3 - rx, ry → entryTmp/entryTmp2 - hashInput → hashBuf (reused across iterations) - sha256 → sha256Into with bytesTmp1 - ScalarN.reduce → ScalarN.reduceTo (in-place) - liftX → 4-arg variant with zInv as temp Also eliminated 2 MutablePoint allocations outside the loop by reusing scratch (entryResult for addPoints output). JVM batch(32): 62,949 → 82,121 ev/s (+30%) JVM batch(16): 64,116 → 81,270 ev/s (+27%) https://claude.ai/code/session_01EMY5RnXb9rnsyU2KbXrSaY
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+20
-13
@@ -672,36 +672,43 @@ object Secp256k1 {
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rSum.setInfinity()
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val rTmp = sc.entryResult // reuse as temp for addMixed
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// Pre-allocated scratch for the per-signature loop (eliminates ~7 allocs per sig)
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val r = sc.scalarTmp1 // reuse for r parsing
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val s = sc.scalarTmp2 // reuse for s parsing
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val e = sc.scalarTmp3 // reuse for e scalar
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val rx = sc.entryTmp // reuse for liftX output x
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val ry = sc.entryTmp2 // reuse for liftX output y
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for (i in 0 until n) {
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val sig = signatures[i]
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val msg = messages[i]
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if (sig.size != 64) return false
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// Parse r, s from signature
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val r = U256.fromBytes(sig, 0)
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// Parse r, s from signature into scratch
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U256.fromBytesInto(r, sig, 0)
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if (U256.cmp(r, FieldP.P) >= 0) return false
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val s = U256.fromBytes(sig, 32)
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U256.fromBytesInto(s, sig, 32)
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if (U256.cmp(s, ScalarN.N) >= 0) return false
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// Accumulate s: sSum += sᵢ mod n
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ScalarN.addTo(sSum, sSum, s)
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// Compute challenge eᵢ = H(rᵢ || pub || msgᵢ)
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val hashInput = ByteArray(64 + 32 + 32 + msg.size)
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// Compute challenge eᵢ = H(rᵢ || pub || msgᵢ) using scratch buffers
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val hashLen = 64 + 32 + 32 + msg.size
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val hashInput = if (hashLen <= sc.hashBuf.size) sc.hashBuf else ByteArray(hashLen)
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CHALLENGE_PREFIX.copyInto(hashInput, 0)
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sig.copyInto(hashInput, 64, 0, 32)
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pub.copyInto(hashInput, 96)
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msg.copyInto(hashInput, 128)
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val eHash = sha256(hashInput)
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val e = ScalarN.reduce(U256.fromBytes(eHash))
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sha256Into(sc.bytesTmp1, hashInput, hashLen)
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U256.fromBytesInto(e, sc.bytesTmp1, 0)
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ScalarN.reduceTo(e, e)
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// Accumulate e: eSum += eᵢ mod n
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ScalarN.addTo(eSum, eSum, e)
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// Decompress Rᵢ = liftX(rᵢ) and accumulate into rSum
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val rx = LongArray(4)
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val ry = LongArray(4)
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if (!KeyCodec.liftX(rx, ry, r)) return false
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if (!KeyCodec.liftX(rx, ry, r, sc.zInv)) return false
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// rSum += Rᵢ (mixed addition: Rᵢ is affine)
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if (rSum.isInfinity()) {
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@@ -716,6 +723,7 @@ object Secp256k1 {
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ScalarN.negTo(eSum, eSum)
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val pPoint = sc.entryPoint
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pPoint.setAffine(px, py)
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// mulDoubleG uses sc.mixTmp internally (ping-pong), so output must be separate.
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val q = MutablePoint()
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ECPoint.mulDoubleG(q, sSum, pPoint, eSum)
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@@ -724,9 +732,8 @@ object Secp256k1 {
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FieldP.neg(rSum.y, rSum.y)
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// Add Q + (-R_sum) and check if result is infinity
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val result = MutablePoint()
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ECPoint.addPoints(result, q, rSum, sc)
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ECPoint.addPoints(sc.entryResult, q, rSum, sc)
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return result.isInfinity()
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return sc.entryResult.isInfinity()
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}
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}
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