| 摘要 |
Executing multiple elliptic curve cryptography (ECC) point multiplications in parallel and using batched inversions allows shared computations between independent ECC operations. The point multiplications may be computed over prime integer fields or over binary polynomial fields. The batched inversion may be shared between point additions and point doublings, between point additions, or between point doublings. The batched inversions are applicable to point multiplications using projective or using affine coordinate systems.
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