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Information Journal Paper

Title

USING ORTHOGONAL PIECEWISE CONSTANT BASIS FUNCTIONS IN SHAMIR THRESHOLD SCHEME

Pages

  83-86

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Abstract

 In Shamir threshold scheme one that is called dealer, chooses the key and then shares some partial information about it, called among the participants, secretly. In this paper, we use some numerical methods with piecewise constant basis functions in Shamir threshold scheme. We first introduce operational matrix of this functions and then show how dealer multiplies this matrix by vector of shares to obtain a new vector and distributes it.

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    Cite

    APA: Copy

    MAALEKNEZHAD, K., & SHAHREZAEI, M., & FALAH ALIABADI, M. (2008). USING ORTHOGONAL PIECEWISE CONSTANT BASIS FUNCTIONS IN SHAMIR THRESHOLD SCHEME. INTERNATIONAL JOURNAL OF INDUSTRIAL ENGINEERING AND PRODUCTION MANAGEMENT (IJIE) (INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE) (PERSIAN), 19(7), 83-86. https://sid.ir/paper/65928/en

    Vancouver: Copy

    MAALEKNEZHAD KH., SHAHREZAEI M., FALAH ALIABADI M.. USING ORTHOGONAL PIECEWISE CONSTANT BASIS FUNCTIONS IN SHAMIR THRESHOLD SCHEME. INTERNATIONAL JOURNAL OF INDUSTRIAL ENGINEERING AND PRODUCTION MANAGEMENT (IJIE) (INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE) (PERSIAN). 2008 [cited 2023January30];19(7):83-86. Available from: https://sid.ir/paper/65928/en

    IEEE: Copy

    MAALEKNEZHAD, K., SHAHREZAEI, M., FALAH ALIABADI, M., 2008. USING ORTHOGONAL PIECEWISE CONSTANT BASIS FUNCTIONS IN SHAMIR THRESHOLD SCHEME. INTERNATIONAL JOURNAL OF INDUSTRIAL ENGINEERING AND PRODUCTION MANAGEMENT (IJIE) (INTERNATIONAL JOURNAL OF ENGINEERING SCIENCE) (PERSIAN), [online] 19(7), pp.83-86. Available: https://sid.ir/paper/65928/en.






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