Matches in SemOpenAlex for { <https://semopenalex.org/work/W133050128> ?p ?o ?g. }
Showing items 1 to 80 of
80
with 100 items per page.
- W133050128 endingPage "143" @default.
- W133050128 startingPage "135" @default.
- W133050128 abstract "As the power of computing increases, public key cryptography adapts by increasing the size of the prime numbers used by the underlying cryptographic algorithms. Public-key algorithms have been in use since the 1970s, but how long can these algorithms remain secure? In light of the emergence of quantum computing together with the prospect that the Riemann Hypothesis has been proved, this paper will investigate the possible impact on the security of current encryption algorithms. If these theoretical technological advancements become reality, what will be necessary to maintain the security of the global system? It is imperative that the security of communication is not compromised. Therefore to overcome the problem of the exponential increase in computational power of quantum computing is to use it to bolster the potential insecurities of current algorithms by developing a cryptographic system based on quantum mechanics. The Quantum Key Exchange approach demonstrates the strength of such a system. It is believed from our current understanding of quantum physics that this method is very secure and that an eavesdropper cannot intercept the key without both sender and receiver having knowledge that the key had been compromised, as the polarization will have been altered. The limitation with this system is if the intruder has connected to the channel before the communication has begun, neither sender nor receiver will be aware of the interception. Current encryption algorithms will not remain secure permanently; therefore it is essential that to maintain a secure system that cryptology constantly evolve. There are many technologies that could be used in cryptology but either of the advancements above could destroy the safeguards of current methods." @default.
- W133050128 created "2016-06-24" @default.
- W133050128 creator A5003017750 @default.
- W133050128 creator A5017465653 @default.
- W133050128 creator A5062707368 @default.
- W133050128 date "2005-01-01" @default.
- W133050128 modified "2023-09-27" @default.
- W133050128 title "How long can public key encryption stay secure?introducing the implications of the Riemann Hypothesis and quantum computing" @default.
- W133050128 cites W1483489440 @default.
- W133050128 hasPublicationYear "2005" @default.
- W133050128 type Work @default.
- W133050128 sameAs 133050128 @default.
- W133050128 citedByCount "0" @default.
- W133050128 crossrefType "journal-article" @default.
- W133050128 hasAuthorship W133050128A5003017750 @default.
- W133050128 hasAuthorship W133050128A5017465653 @default.
- W133050128 hasAuthorship W133050128A5062707368 @default.
- W133050128 hasConcept C121332964 @default.
- W133050128 hasConcept C144901912 @default.
- W133050128 hasConcept C148730421 @default.
- W133050128 hasConcept C169699857 @default.
- W133050128 hasConcept C178489894 @default.
- W133050128 hasConcept C198104137 @default.
- W133050128 hasConcept C203062551 @default.
- W133050128 hasConcept C26517878 @default.
- W133050128 hasConcept C31258907 @default.
- W133050128 hasConcept C38652104 @default.
- W133050128 hasConcept C41008148 @default.
- W133050128 hasConcept C58053490 @default.
- W133050128 hasConcept C62520636 @default.
- W133050128 hasConcept C80444323 @default.
- W133050128 hasConcept C84114770 @default.
- W133050128 hasConcept C95466800 @default.
- W133050128 hasConcept C99674996 @default.
- W133050128 hasConceptScore W133050128C121332964 @default.
- W133050128 hasConceptScore W133050128C144901912 @default.
- W133050128 hasConceptScore W133050128C148730421 @default.
- W133050128 hasConceptScore W133050128C169699857 @default.
- W133050128 hasConceptScore W133050128C178489894 @default.
- W133050128 hasConceptScore W133050128C198104137 @default.
- W133050128 hasConceptScore W133050128C203062551 @default.
- W133050128 hasConceptScore W133050128C26517878 @default.
- W133050128 hasConceptScore W133050128C31258907 @default.
- W133050128 hasConceptScore W133050128C38652104 @default.
- W133050128 hasConceptScore W133050128C41008148 @default.
- W133050128 hasConceptScore W133050128C58053490 @default.
- W133050128 hasConceptScore W133050128C62520636 @default.
- W133050128 hasConceptScore W133050128C80444323 @default.
- W133050128 hasConceptScore W133050128C84114770 @default.
- W133050128 hasConceptScore W133050128C95466800 @default.
- W133050128 hasConceptScore W133050128C99674996 @default.
- W133050128 hasLocation W1330501281 @default.
- W133050128 hasOpenAccess W133050128 @default.
- W133050128 hasPrimaryLocation W1330501281 @default.
- W133050128 hasRelatedWork W1637828381 @default.
- W133050128 hasRelatedWork W177638668 @default.
- W133050128 hasRelatedWork W2062335176 @default.
- W133050128 hasRelatedWork W2316728550 @default.
- W133050128 hasRelatedWork W2523066923 @default.
- W133050128 hasRelatedWork W2620573213 @default.
- W133050128 hasRelatedWork W2962485854 @default.
- W133050128 hasRelatedWork W2966685771 @default.
- W133050128 hasRelatedWork W2983363028 @default.
- W133050128 hasRelatedWork W3017250220 @default.
- W133050128 hasRelatedWork W3030873129 @default.
- W133050128 hasRelatedWork W3039932055 @default.
- W133050128 hasRelatedWork W3136110512 @default.
- W133050128 hasRelatedWork W3159325322 @default.
- W133050128 hasRelatedWork W315975170 @default.
- W133050128 hasRelatedWork W41927708 @default.
- W133050128 hasRelatedWork W88403821 @default.
- W133050128 hasRelatedWork W88484961 @default.
- W133050128 hasRelatedWork W1935174284 @default.
- W133050128 hasRelatedWork W2525080195 @default.
- W133050128 isParatext "false" @default.
- W133050128 isRetracted "false" @default.
- W133050128 magId "133050128" @default.
- W133050128 workType "article" @default.