FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2770190711> ?p ?o ?g. }

• W2770190711 abstract "A multivariate quadratic public-key cryptography (MQ-PKC) is one of the most promising alternatives for classical PKC after the eventual coming of a quantum computer. We propose a new MQ-signature scheme, ELSA, based on a hidden layer of quadratic equations which is an important role in dramatically reducing the secret key size and computational complexity in signing. We prove existential unforgeability of our scheme against an adaptive chosen-message attack under the hardness of the MQ-problem induced by a public key of ELSA with a specific parameter set in the random oracle model. We analyze the security of ELSA against known attacks and derive a concrete parameter based on the security analysis. Performance of ELSA on a recent Intel processor is the fastest among state-of-the-art signature schemes including classical ones and Post-Quantum ones. It takes 6.3 (upmu )s and 13.39 (upmu )s for signing and verification, respectively. Compared to Rainbow, the secret size of the new scheme has reduced by a factor of 88% maintaining the same public key size." @default.
• W2770190711 created "2017-12-04" @default.
• W2770190711 creator A5055451760 @default.
• W2770190711 creator A5059676640 @default.
• W2770190711 creator A5059987433 @default.
• W2770190711 date "2017-01-01" @default.
• W2770190711 modified "2023-10-02" @default.
• W2770190711 title "An Existential Unforgeable Signature Scheme Based on Multivariate Quadratic Equations" @default.
• W2770190711 cites W137478731 @default.
• W2770190711 cites W1528313757 @default.
• W2770190711 cites W1536729852 @default.
• W2770190711 cites W1551206651 @default.
• W2770190711 cites W1555224742 @default.
• W2770190711 cites W1565795166 @default.
• W2770190711 cites W1568587963 @default.
• W2770190711 cites W1576359684 @default.
• W2770190711 cites W1580311733 @default.
• W2770190711 cites W1598238634 @default.
• W2770190711 cites W1600255172 @default.
• W2770190711 cites W1607525463 @default.
• W2770190711 cites W1618496890 @default.
• W2770190711 cites W1628272610 @default.
• W2770190711 cites W1669999576 @default.
• W2770190711 cites W1675339804 @default.
• W2770190711 cites W1717763854 @default.
• W2770190711 cites W1730077839 @default.
• W2770190711 cites W1821087317 @default.
• W2770190711 cites W1849802011 @default.
• W2770190711 cites W1910751411 @default.
• W2770190711 cites W1988660762 @default.
• W2770190711 cites W200530964 @default.
• W2770190711 cites W2006504364 @default.
• W2770190711 cites W2038345254 @default.
• W2770190711 cites W2123578039 @default.
• W2770190711 cites W2126186557 @default.
• W2770190711 cites W2150548144 @default.
• W2770190711 cites W2155925458 @default.
• W2770190711 cites W2168130438 @default.
• W2770190711 cites W2172273481 @default.
• W2770190711 cites W2285907782 @default.
• W2770190711 cites W2294173372 @default.
• W2770190711 cites W2294833833 @default.
• W2770190711 cites W2296754065 @default.
• W2770190711 cites W2472524164 @default.
• W2770190711 cites W2552765056 @default.
• W2770190711 cites W259464159 @default.
• W2770190711 cites W2900370870 @default.
• W2770190711 cites W3111297213 @default.
• W2770190711 cites W4231677194 @default.
• W2770190711 cites W70870466 @default.
• W2770190711 cites W89492901 @default.
• W2770190711 doi "https://doi.org/10.1007/978-3-319-70694-8_2" @default.
• W2770190711 hasPublicationYear "2017" @default.
• W2770190711 type Work @default.
• W2770190711 sameAs 2770190711 @default.
• W2770190711 citedByCount "5" @default.
• W2770190711 countsByYear W27701907112018 @default.
• W2770190711 countsByYear W27701907112019 @default.
• W2770190711 countsByYear W27701907112020 @default.
• W2770190711 countsByYear W27701907112022 @default.
• W2770190711 crossrefType "book-chapter" @default.
• W2770190711 hasAuthorship W2770190711A5055451760 @default.
• W2770190711 hasAuthorship W2770190711A5059676640 @default.
• W2770190711 hasAuthorship W2770190711A5059987433 @default.
• W2770190711 hasConcept C11413529 @default.
• W2770190711 hasConcept C118463975 @default.
• W2770190711 hasConcept C129844170 @default.
• W2770190711 hasConcept C148730421 @default.
• W2770190711 hasConcept C178489894 @default.
• W2770190711 hasConcept C203062551 @default.
• W2770190711 hasConcept C2524010 @default.
• W2770190711 hasConcept C26517878 @default.
• W2770190711 hasConcept C2779696439 @default.
• W2770190711 hasConcept C33923547 @default.
• W2770190711 hasConcept C38652104 @default.
• W2770190711 hasConcept C41008148 @default.
• W2770190711 hasConcept C80444323 @default.
• W2770190711 hasConcept C94284585 @default.
• W2770190711 hasConcept C99138194 @default.
• W2770190711 hasConceptScore W2770190711C11413529 @default.
• W2770190711 hasConceptScore W2770190711C118463975 @default.
• W2770190711 hasConceptScore W2770190711C129844170 @default.
• W2770190711 hasConceptScore W2770190711C148730421 @default.
• W2770190711 hasConceptScore W2770190711C178489894 @default.
• W2770190711 hasConceptScore W2770190711C203062551 @default.
• W2770190711 hasConceptScore W2770190711C2524010 @default.
• W2770190711 hasConceptScore W2770190711C26517878 @default.
• W2770190711 hasConceptScore W2770190711C2779696439 @default.
• W2770190711 hasConceptScore W2770190711C33923547 @default.
• W2770190711 hasConceptScore W2770190711C38652104 @default.
• W2770190711 hasConceptScore W2770190711C41008148 @default.
• W2770190711 hasConceptScore W2770190711C80444323 @default.
• W2770190711 hasConceptScore W2770190711C94284585 @default.
• W2770190711 hasConceptScore W2770190711C99138194 @default.
• W2770190711 hasLocation W27701907111 @default.
• W2770190711 hasOpenAccess W2770190711 @default.
• W2770190711 hasPrimaryLocation W27701907111 @default.
• W2770190711 hasRelatedWork W1555395247 @default.
• W2770190711 hasRelatedWork W1628272610 @default.
• W2770190711 hasRelatedWork W17137660 @default.

• next