Comments (2)
A BN and BLS12 curves are type 3 pairing, which means that G1 is not the same as G2. So you take a P in G1 and a Q in G2 and z := e(P, Q).
pk_a := aP.
Compute rk_{A to B} = e(bP, (1/a)Q) = z^(b/a) from a and pk_b and so on.
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Thank you, you are so nice.
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Related Issues (20)
- Use with webpack? HOT 8
- Intermittent issue with GT.setStr() HOT 3
- Cannot import scalar values from BLS12-381 Ethereum test suite HOT 6
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- Expose mclBnFp_mapToG1 and mclBnFp2_mapToG2 HOT 1
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- getStr() incorrect result HOT 1
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