Search Results - Bajard, J.-C.

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  1. 1
    a full RNS implementation of RSA

    a full RNS implementation of RSA by Bajard, J.-C., Imbert, L.

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  2. 2
    Arithmetic Operations in Finite Fields of Medium Prime Characteristic Using the Lagrange Representation

    Arithmetic Operations in Finite Fields of Medium Prime Characteristic Using the Lagrange Representation by Bajard, J.-C., Imbert, L., Negre, C.

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  3. 3
    An RNS Montgomery modular multiplication algorithm

    An RNS Montgomery modular multiplication algorithm by Bajard, J.-C., Didier, L.-S., Kornerup, P.

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  4. 4
    Brief contributions: a full RNS implementation of RSA

    Brief contributions: a full RNS implementation of RSA by Bajard, J.-C, Imbert, L

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  5. 5
    An Algorithmic and Architectural Study on Montgomery Exponentiation in RNS

    An Algorithmic and Architectural Study on Montgomery Exponentiation in RNS by Gandino, F., Lamberti, F., Paravati, G., Bajard, J-C, Montuschi, P.

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  6. 6
    RNS-Based Elliptic Curve Point Multiplication for Massive Parallel Architectures

    RNS-Based Elliptic Curve Point Multiplication for Massive Parallel Architectures by Antao, S., Bajard, J.-C., Sousa, L.

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  7. 7
    BKM: a new hardware algorithm for complex elementary functions

    BKM: a new hardware algorithm for complex elementary functions by Bajard, J.-C., Kla, S., Muller, J.-M.

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  8. 8
    Selected RNS Bases for Modular Multiplication

    Selected RNS Bases for Modular Multiplication by Bajard, J.C., Kaihara, M., Plantard, T.

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  9. 9
    Modular multiplication and base extensions in residue number systems

    Modular multiplication and base extensions in residue number systems by Bajard, J.-C., Didier, L.-S., Kornerup, P.

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  10. 10
    Subquadratic Space Complexity Binary Field Multiplier Using Double Polynomial Representation

    Subquadratic Space Complexity Binary Field Multiplier Using Double Polynomial Representation by Bajard, J.-C., Negre, C, Plantard, T

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  11. 11
    Parallel Montgomery multiplication in GF(2/sup k/) using trinomial residue arithmetic

    Parallel Montgomery multiplication in GF(2/sup k/) using trinomial residue arithmetic by Bajard, J.-C., Imbert, L., Jullien, G.A.

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  12. 12
    Arithmetic operations in the polynomial modular number system

    Arithmetic operations in the polynomial modular number system by Bajard, J.-C., Imbert, L., Plantard, T.

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  13. 13
    Efficient multiplication in GF(p/sup k/) for elliptic curve cryptography

    Efficient multiplication in GF(p/sup k/) for elliptic curve cryptography by Bajard, J.-C., Imbert, L., Negre, C., Plantard, T.

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  14. 14
    Study of gamma-photon self-absorption in stainless steel samples by experimental and calculational methods

    Study of gamma-photon self-absorption in stainless steel samples by experimental and calculational methods by RZAMA, A, MISDAQ, M. A, ERRAMLI, H, BLONDIAUX, G, ISABELLE, D. B, BAJARD, J. C

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  15. 15
    Gold and platinum profiles in fast power devices

    Gold and platinum profiles in fast power devices by Boström, O, Pichaud, B, Regula, M, Bajard, J.C, Blondiaux, G, Soltanovich, O.A, Yakimov, E.B, Lhorte, A, Quoirin, J.B

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  16. 16
    An RNS Montgomery modular multiplication algorithm

    An RNS Montgomery modular multiplication algorithm by Bajard, J.-C., Didier, L.-S., Kornerup, P.

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  17. 17
    Real Numbers and Computers

    Real Numbers and Computers by KORNERUP, P, BAJARD, J.-C, FROUGNY, C, MULLER, J.-M

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  18. 18
    Studies on iridium and platinum determination in metallic rhodium by NAA and CPAA

    Studies on iridium and platinum determination in metallic rhodium by NAA and CPAA by Albert, P., Bajard, J. C., Delmas, R., Fedoroff, M.

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  19. 19
    Studies on iridium and platinum determination in metallic rhodium by NAA and CPAA

    Studies on iridium and platinum determination in metallic rhodium by NAA and CPAA by Albert, P., Bajard, J. C., Delmas, R., Fedoroff, M.

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  20. 20
    Guest Editors' Introduction: Special Issue on Computer Arithmetic

    Guest Editors' Introduction: Special Issue on Computer Arithmetic

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