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Implement squaring for 𝔽p6 = 𝔽p2[∛(1+𝑖)]
2020-03-21 00:59:23 +00:00
# Constantine
# Copyright (c) 2018-2019 Status Research & Development GmbH
# Copyright (c) 2020-Present Mamy André-Ratsimbazafy
# Licensed and distributed under either of
# * MIT license (license terms in the root directory or at http://opensource.org/licenses/MIT).
# * Apache v2 license (license terms in the root directory or at http://www.apache.org/licenses/LICENSE-2.0).
# at your option. This file may not be copied, modified, or distributed except according to those terms.
import
# Internals
Refactor: Higher-Kinded Tower of Extension Fields (#25) * Mention that the inverse of 0 is 0 (TODO tests) * Introduce "Higher-Kinded tower extensions" * rename isCOmplexExtension -> fromComplexExtension * update benchmarks with the new tower scheme * Try to recover some speed on mul/squaring for an optimal tower (but this was not it)
2020-04-14 00:05:42 +00:00
../constantine/towers,
Generalize the tower extensions tests 1000+ lines saved
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../constantine/config/curves,
Implement squaring for 𝔽p6 = 𝔽p2[∛(1+𝑖)]
2020-03-21 00:59:23 +00:00
# Test utilities
SHorter test names for github display
2020-06-15 21:15:01 +00:00
./t_fp_tower_template
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const TestCurves = [
G2 / Operations on the twisted curve E'(Fp2) (#51) * Split elliptic curve tests to better use parallel testing * Add support for printing points on G2 * Implement multiplication and division by optimal sextic non-residue (BLS12-381) * Implement modular square root in 𝔽p2 * Support EC add and EC double on G2 (for BLS12-381) * Support G2 divisive twists with non-unit sextic-non-residue like BN254 snarks * Add EC G2 bench * cleanup some unused warnings * Reorg the tests for parallelization and to avoid instantiating huge files
2020-06-15 20:58:56 +00:00
BLS12_381
Generalize the tower extensions tests 1000+ lines saved
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]
runTowerTests(
ExtDegree = 6,
Naive pairings + Naive cofactor clearing (#82) * Pairing - initial commit - line functions - sparse Fp12 functions * Small fixes: - Line parametrized by twist for generic algorithm - Add a conjugate operator for quadratic extensions - Have frobenius use it - Create an Affine coordinate type for elliptic curve * Implement (failing) pairing test * Stash pairing debug session, temp switch Fp12 over Fp4 * Proper naive pairing on BLS12-381 * Frobenius map * Implement naive pairing for BN curves * Add pairing tests to CI + reduce time spent on lower-level tests * Test without assembler in Github Actions + less base layers test iterations
2020-09-21 21:24:00 +00:00
Iters = 12,
Generalize the tower extensions tests 1000+ lines saved
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TestCurves = TestCurves,
G2 / Operations on the twisted curve E'(Fp2) (#51) * Split elliptic curve tests to better use parallel testing * Add support for printing points on G2 * Implement multiplication and division by optimal sextic non-residue (BLS12-381) * Implement modular square root in 𝔽p2 * Support EC add and EC double on G2 (for BLS12-381) * Support G2 divisive twists with non-unit sextic-non-residue like BN254 snarks * Add EC G2 bench * cleanup some unused warnings * Reorg the tests for parallelization and to avoid instantiating huge files
2020-06-15 20:58:56 +00:00
moduleName = "test_fp6_" & $BLS12_381,
testSuiteDesc = "𝔽p6 = 𝔽p2[v] " & $BLS12_381
Generalize the tower extensions tests 1000+ lines saved
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)