Simplify Pow2Montgomery GPU executor branching
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865a88fac0
commit
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1 file changed
+26
-23
@@ -135,43 +135,46 @@ public static partial class ULongExtensions
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{
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ulong currentBit = (exponent >> index) & 1UL;
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ulong squared = MontgomeryMultiply(result, result, modulus, nPrime);
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result = currentBit == 0UL ? squared : result;
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index -= (int)(currentBit ^ 1UL);
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if (currentBit == 0UL)
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{
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continue;
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}
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bool processWindow = currentBit != 0UL;
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int windowStart = index - windowSize + 1;
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// if (windowStart < 0)
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result = processWindow ? result : squared;
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index -= (int)(currentBit ^ 1UL);
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int windowStartCandidate = index - windowSize + 1;
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// if (windowStartCandidate < 0)
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// {
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// windowStart = 0;
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// windowStartCandidate = 0;
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// }
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// Clamp the negative offset without branching so the GPU loop stays divergence-free.
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// This still handles windows that would otherwise extend past the most significant bit.
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int negativeMask = windowStart >> 31;
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windowStart &= ~negativeMask;
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int negativeMask = windowStartCandidate >> 31;
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windowStartCandidate &= ~negativeMask;
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windowStart = GetNextSetBitIndexGpu(exponent, windowStart);
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int windowLength = index - windowStart + 1;
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int windowStart = processWindow ? GetNextSetBitIndexGpu(exponent, windowStartCandidate) : windowStartCandidate;
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int windowLength = processWindow ? index - windowStart + 1 : 0;
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for (int square = 0; square < windowLength; square++)
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{
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result = MontgomeryMultiply(result, result, modulus, nPrime);
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}
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ulong mask = (1UL << windowLength) - 1UL;
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ulong windowValue = (exponent >> windowStart) & mask;
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ulong multiplier = ComputeMontgomeryOddPowerGpu(windowValue, divisor, modulus, nPrime);
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result = MontgomeryMultiply(result, multiplier, modulus, nPrime);
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result = processWindow
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? MontgomeryMultiply(
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result,
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ComputeMontgomeryOddPowerGpu(
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(exponent >> windowStart) & ((1UL << windowLength) - 1UL),
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divisor,
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modulus,
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nPrime),
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modulus,
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nPrime)
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: result;
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index = windowStart - 1;
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index = processWindow ? windowStart - 1 : index;
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}
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if (!keepMontgomery)
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{
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result = MontgomeryMultiply(result, 1UL, modulus, nPrime);
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}
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result = keepMontgomery
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? result
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: MontgomeryMultiply(result, 1UL, modulus, nPrime);
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return result;
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}
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