ECDSA
基本解釋
- 橢圓曲線數(shù)字簽名算法
英漢例句
- The arithmetic rationale of ANSI X9.62 Elliptic Curve Digital Signature Algorithm (ECDSA) is presented and its security is discussed preliminary.
闡述了ANSI X9.;62橢圓曲線數(shù)字簽名算法(ECDSA)基本原理; 對其安全性進(jìn)行了初步探討; - In addition, we implement and analyze one ECDSA prototype by the object-oriented method and the Unified Modeling Language UML, respectively.
第三是采用面向?qū)ο蠓椒▽?shí)現(xiàn)一個橢圓曲線數(shù)字簽名系統(tǒng)原型，并采用統(tǒng)一建模語言UML對系統(tǒng)原型進(jìn)行分析并建模。 - We have achieved the speed of 4. 6s for generating an ECDSA signature on Intel 8051 chip with 12M clock, or 5. 8s on a SLE44 of SIMENS with 3. 57M cyc/s.
在12M晶振(外部時鐘)的Intel 8051芯片上達(dá)到每次簽名4.;6秒，在SIMENS的3 - We successfully implemented the ECDSA on the singlechip based on MCS51 kernel,and confirm a speed of 4.6s for generating an ECDSA signature on Intel 8051 chip of 12M clock,or 5.8s on SLE44 of SIMENS of 3.57M cyc/s.
在 12M晶振 (外部時鐘 )的Intel 80 5 1芯片上達(dá)到每次簽名 4 6秒 ,在 3 5 7Mcyc/s的SIMENS的SLE44中每次簽名 5 8秒。 - The Ellipse Curve Cryptosystems (ECC)is the most popular public key cryptosystems at present. The Ellipse Digital Signature Algorithm(ECDSA)is the important use of the ELGaml public-key scheme based on ellipse curves.
橢圓曲線密碼(ECC)是目前最流行的公鑰密碼體制,而橢圓曲線數(shù)字簽名(ECDSA)是ELGamal公鑰簽名體制在橢圓曲線密碼體制中的重要應(yīng)用。