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This should be answered by aggressive testing on all accumulator implementations, involving O(10^9) additions + inclusion/exclusion proofs. Though no composite has been found which passes BPSW (i.e. a number which is both a base-2 Fermat and strong Lucas pseudoprime), could an attack be constructed if one were found?
The text was updated successfully, but these errors were encountered:
This should be answered by aggressive testing on all accumulator implementations, involving O(10^9) additions + inclusion/exclusion proofs. Though no composite has been found which passes BPSW (i.e. a number which is both a base-2 Fermat and strong Lucas pseudoprime), could an attack be constructed if one were found?
The text was updated successfully, but these errors were encountered: