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Improved Miller’s Algorithm for Computing Pairings on Edwards Curves

Author:
Duc-Phong Le
,
Chik How Tan
Publisher:
IEEE
Year
: 2014
DOI: 10.1109/TC.2013.125
URI: https://libsearch.um.ac.ir:443/fum/handle/fum/957314
Keyword(s): public key cryptography,Edwards curves,Miller algorithm,Tate pairings,Weierstrass curve,Weil pairings,curve pairing computation,elliptic curve cryptography,embedding degree,group law operation,pairing-based cryptosystems,scalar multiplications,Algorithm design and analysis,Cryptographic protocols,Elliptic curve cryptography,Elliptic curves,Equations,Edwards curves,Miller&,#x2019,s algorithm,Weil/Tate pairings,pairing computation,pairing-based cryptography,pairing-friendl
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    Improved Miller’s Algorithm for Computing Pairings on Edwards Curves

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contributor authorDuc-Phong Le
contributor authorChik How Tan
date accessioned2020-03-12T18:24:14Z
date available2020-03-12T18:24:14Z
date issued2014
identifier issn0018-9340
identifier other6532295.pdf
identifier urihttps://libsearch.um.ac.ir:443/fum/handle/fum/957314
formatgeneral
languageEnglish
publisherIEEE
titleImproved Miller’s Algorithm for Computing Pairings on Edwards Curves
typeJournal Paper
contenttypeMetadata Only
identifier padid7989545
subject keywordspublic key cryptography
subject keywordsEdwards curves
subject keywordsMiller algorithm
subject keywordsTate pairings
subject keywordsWeierstrass curve
subject keywordsWeil pairings
subject keywordscurve pairing computation
subject keywordselliptic curve cryptography
subject keywordsembedding degree
subject keywordsgroup law operation
subject keywordspairing-based cryptosystems
subject keywordsscalar multiplications
subject keywordsAlgorithm design and analysis
subject keywordsCryptographic protocols
subject keywordsElliptic curve cryptography
subject keywordsElliptic curves
subject keywordsEquations
subject keywordsEdwards curves
subject keywordsMiller&
subject keywords#x2019
subject keywordss algorithm
subject keywordsWeil/Tate pairings
subject keywordspairing computation
subject keywordspairing-based cryptography
subject keywordspairing-friendl
identifier doi10.1109/TC.2013.125
journal titleComputers, IEEE Transactions on
journal volume63
journal issue10
filesize1627088
citations0
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