IRIS publication 160959824
Algorithms and architectures for a flexible elliptic curve cryptography processor
RIS format for Endnote and similar
TY - - Other - Kerins, T,Marnane, WP,Popovici, EM - 2006 - June - Algorithms and architectures for a flexible elliptic curve cryptography processor - Validated - 1 - () - flexible hardware elliptic curve Galois fields CRYPTOSYSTEMS IMPLEMENTATION GF(2(M)) - In this paper algorithms and architectures for an new versatile type of elliptic curve cryptography processor over Galois fields GF(2(m)) are presented. Due to its flexibility, it readily permits changes in the system security parameters. The processor has, at its core, a novel method of performing arithmetic in GF(2(m)). The implementation aspects and design trade-offs of such a processor in comparison with more traditional implementations are examined through prototyping on FPGA technology. - 349 - 372 - DOI 10.1080/00207210600562348 DA - 2006/06 ER -
BIBTeX format for JabRef and similar
@misc{V160959824, = {Other}, = {Kerins, T and Marnane, WP and Popovici, EM }, = {2006}, = {June}, = {Algorithms and architectures for a flexible elliptic curve cryptography processor}, = {Validated}, = {1}, = {()}, = {flexible hardware elliptic curve Galois fields CRYPTOSYSTEMS IMPLEMENTATION GF(2(M))}, = {{In this paper algorithms and architectures for an new versatile type of elliptic curve cryptography processor over Galois fields GF(2(m)) are presented. Due to its flexibility, it readily permits changes in the system security parameters. The processor has, at its core, a novel method of performing arithmetic in GF(2(m)). The implementation aspects and design trade-offs of such a processor in comparison with more traditional implementations are examined through prototyping on FPGA technology.}}, pages = {349--372}, = {DOI 10.1080/00207210600562348}, source = {IRIS} }
Data as stored in IRIS
OTHER_PUB_TYPE | Other | ||
AUTHORS | Kerins, T,Marnane, WP,Popovici, EM | ||
YEAR | 2006 | ||
MONTH | June | ||
TITLE | Algorithms and architectures for a flexible elliptic curve cryptography processor | ||
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STATUS | Validated | ||
PEER_REVIEW | 1 | ||
TIMES_CITED | () | ||
SEARCH_KEYWORD | flexible hardware elliptic curve Galois fields CRYPTOSYSTEMS IMPLEMENTATION GF(2(M)) | ||
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ABSTRACT | In this paper algorithms and architectures for an new versatile type of elliptic curve cryptography processor over Galois fields GF(2(m)) are presented. Due to its flexibility, it readily permits changes in the system security parameters. The processor has, at its core, a novel method of performing arithmetic in GF(2(m)). The implementation aspects and design trade-offs of such a processor in comparison with more traditional implementations are examined through prototyping on FPGA technology. | ||
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START_PAGE | 349 | ||
END_PAGE | 372 | ||
DOI_LINK | DOI 10.1080/00207210600562348 | ||
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