Add key recover interops to neox-2.x #1003
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Part of #1003 We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
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Part of #1003 We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
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Part of #1003 We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
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Part of #1003 We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
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Implement secp256k1 and secp256r1 recover interops, closes #1003. Note: We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
AnnaShaleva
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Implement secp256k1 and secp256r1 recover interops, closes #1003. Note: We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
AnnaShaleva
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Implement secp256k1 and secp256r1 recover interops, closes #1003. Note: We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
AnnaShaleva
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Jun 3, 2020
Implement secp256k1 and secp256r1 recover interops, closes #1003. Note: We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
AnnaShaleva
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Jun 3, 2020
Implement secp256k1 and secp256r1 recover interops, closes #1003. Note: We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
AnnaShaleva
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Jun 3, 2020
Implement secp256k1 and secp256r1 recover interops, closes #1003. Note: We have to implement Koblitz-related math to recover keys properly with Neo.Cryptography.Secp256k1Recover interop as far as standard go elliptic package supports short-form Weierstrass curve with a=-3 only (see golang/go#26776 for details). However, it's not the best choise to have a lot of such math in our project, so it would be better to use ready-made solution for Koblitz-related cryptography.
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We need to support new interops from neo-project/neo#1597 in our neox-2.x branch. Related to #918 for Neo3.
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