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  • 기업 IP
  • 대학·연구소 IP
  • N관련된 신규용역가능
  • M수정/가공 판매가능
  • T기술지원 가능
  • P현 상태로만 판매가능
total: 7/810 IP Cores
    • 대학·연구소 IP
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    Binary Field ECC Core (BF-ECC)

    Public-key cryptography is an asymmetric-key cryptographic system that uses a pair of keys; public key and private key. The Binary Field ECC Core (BF-ECC) IP supports the elliptic curve cryptography (ECC) over binary field GF(2^m) defined by NIST Std. FIPS PUB 186-4. The BF-ECC IP computes elliptic curve point scalar m..

    KU471S0990 | 2019-01-21

    • 대학·연구소 IP
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    Dual Field ECC Core (DF-ECC)

    Public-key cryptography is an asymmetric-key cryptographic system that uses a pair of keys; public key and private key. The Dual Field ECC Core (DF-ECC) IP supports the elliptic curve cryptography (ECC) over both binary field GF(2^m) and prime field GF(p) defined by NIST Std. FIPS PUB 186-4. The DF-ECC IP computes four..

    KU471S0989 | 2019-01-21

    • 대학·연구소 IP
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    Public-Key Crypto-Core (PKCC) IP

    Public-key cryptography is an asymmetric-key cryptographic system that uses a pair of keys; public key and private key. The Public-Key Crypto-Core (PKCC) IP supports both the elliptic curve cryptography (ECC) over prime field GF(p) and the RSA defined by NIST Std. FIPS PUB 186-4. The PKCC IP computes the scalar multipl..

    KU471S0960 | 2018-11-27

    • 대학·연구소 IP
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    Public-key Crypto-core IP for ECC and RSA

    Public key cryptography is an asymmetric-key cryptographic system that uses a pair of keys; public key and private key. The Public-key Crypto-core IP for ECC and RSA supports the 224-bit ECC over GF(p) and the 2,048-bit RSA defined by NIST Std. FIPS PUB 186-4. It computes scalar multiplication for ECC and modular expon..

    KU471S0930 | 2017-12-27

    • 대학·연구소 IP
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    Scalable ECC core

    The Scalable ECC core IP performs scalar multiplication over the NIST P-192, P-224, P-256, and P-384 curves that is represented in the form of Q=k*P. The Scalable ECC core IP consists of Smul_Mem block, SAlu_GFp block and Control block. It receives the modular p, integer k, the x- and y-coordinates of the starting poin..

    KU471S0927 | 2017-12-14