FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2498194012> ?p ?o ?g. }

• W2498194012 abstract "Electronic voting is a popular application of cryptographic and network techniques to e-government. Most of the existing e-voting schemes can be classified into two categories: homomorphic voting and shuffling-based voting. In a homomorphic voting, an encryption algorithm with special homomorphic property (e.g. ElGamal encryption or Paillier encryption) is employed to encrypt the votes such that the sum of the votes can be recovered without decrypting any single vote. An advantage of homomorphic voting is efficient tallying. Tallying in homomorphic voting only costs one single decryption operation for each candidate. In this chapter, the existing e-voting solutions in both categories are surveyed and analysed. The key security properties in both categories are presented and then the existing e-voting schemes in each category are checked against the corresponding security properties. Security and efficiency of the schemes are analysed and the strongest security and highest efficiency achievable in each category is estimated. Problems and concerns about the existing solutions including vulnerability to malicious voters and (or) talliers, possible failure of complete correctness, imperfect privacy, dependence on computational assumptions, and exaggerated efficiency are addressed. New approaches will be proposed in both kinds of solutions to overcome the existing drawbacks in them. In homomorphic e-voting, the authors deal with possibly malicious voters and aim at efficient vote validity check to achieve strong and formally provable soundness and privacy. It can be implemented through new zero knowledge proof techniques, which are both efficient and provably secure. In mix-network-based e-voting, the authors deal with possibly deviating operations of both voters and talliers and aim at efficient proof of validity of shuffling, which guarantees the desired security properties and prevent attacks from malicious participants. It can be based on inspiring linear algebra knowledge and the new zero knowledge proof of existence of secret permutation." @default.
• W2498194012 created "2016-08-23" @default.
• W2498194012 creator A5060467128 @default.
• W2498194012 date "2013-01-01" @default.
• W2498194012 modified "2023-09-27" @default.
• W2498194012 title "Theory and Practice of Secure E-Voting Systems" @default.
• W2498194012 cites W1494775996 @default.
• W2498194012 cites W1522597308 @default.
• W2498194012 cites W1523719601 @default.
• W2498194012 cites W1550614890 @default.
• W2498194012 cites W1585497169 @default.
• W2498194012 cites W1589521364 @default.
• W2498194012 cites W1594645505 @default.
• W2498194012 cites W1608539542 @default.
• W2498194012 cites W1783929673 @default.
• W2498194012 cites W1841155531 @default.
• W2498194012 cites W1878594160 @default.
• W2498194012 cites W2004015610 @default.
• W2498194012 cites W2063635907 @default.
• W2498194012 cites W2095708839 @default.
• W2498194012 cites W2101770573 @default.
• W2498194012 cites W2120506990 @default.
• W2498194012 cites W2132172731 @default.
• W2498194012 cites W2293852648 @default.
• W2498194012 doi "https://doi.org/10.4018/978-1-4666-4030-6.ch017" @default.
• W2498194012 hasPublicationYear "2013" @default.
• W2498194012 type Work @default.
• W2498194012 sameAs 2498194012 @default.
• W2498194012 citedByCount "2" @default.
• W2498194012 countsByYear W24981940122014 @default.
• W2498194012 countsByYear W24981940122022 @default.
• W2498194012 crossrefType "book-chapter" @default.
• W2498194012 hasAuthorship W2498194012A5060467128 @default.
• W2498194012 hasConcept C17744445 @default.
• W2498194012 hasConcept C199539241 @default.
• W2498194012 hasConcept C38652104 @default.
• W2498194012 hasConcept C41008148 @default.
• W2498194012 hasConcept C520049643 @default.
• W2498194012 hasConcept C94625758 @default.
• W2498194012 hasConceptScore W2498194012C17744445 @default.
• W2498194012 hasConceptScore W2498194012C199539241 @default.
• W2498194012 hasConceptScore W2498194012C38652104 @default.
• W2498194012 hasConceptScore W2498194012C41008148 @default.
• W2498194012 hasConceptScore W2498194012C520049643 @default.
• W2498194012 hasConceptScore W2498194012C94625758 @default.
• W2498194012 hasLocation W24981940121 @default.
• W2498194012 hasOpenAccess W2498194012 @default.
• W2498194012 hasPrimaryLocation W24981940121 @default.
• W2498194012 hasRelatedWork W1481267640 @default.
• W2498194012 hasRelatedWork W1570235795 @default.
• W2498194012 hasRelatedWork W164026209 @default.
• W2498194012 hasRelatedWork W2125865190 @default.
• W2498194012 hasRelatedWork W2150104823 @default.
• W2498194012 hasRelatedWork W2378784698 @default.
• W2498194012 hasRelatedWork W2467131558 @default.
• W2498194012 hasRelatedWork W2565404 @default.
• W2498194012 hasRelatedWork W2753261080 @default.
• W2498194012 hasRelatedWork W2968254374 @default.
• W2498194012 hasRelatedWork W2992002330 @default.
• W2498194012 hasRelatedWork W3003965304 @default.
• W2498194012 hasRelatedWork W3013021731 @default.
• W2498194012 hasRelatedWork W3022498264 @default.
• W2498194012 hasRelatedWork W3161945826 @default.
• W2498194012 hasRelatedWork W3186678486 @default.
• W2498194012 hasRelatedWork W52547160 @default.
• W2498194012 hasRelatedWork W2100889252 @default.
• W2498194012 hasRelatedWork W2283776782 @default.
• W2498194012 hasRelatedWork W2344445417 @default.
• W2498194012 isParatext "false" @default.
• W2498194012 isRetracted "false" @default.
• W2498194012 magId "2498194012" @default.
• W2498194012 workType "book-chapter" @default.