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Linear algebra / Cryptography / Group theory / Computational hardness assumptions / Transpose / XTR / Decision Linear assumption / Inner product space / ID-based encryption / Algebra / Mathematics / Abstract algebra


Tools for Simulating Features of Composite Order Bilinear Groups in the Prime Order Setting Allison Lewko ∗ The University of Texas at Austin [removed]
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Document Date: 2012-01-18 02:15:43

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File Size: 1,16 MB

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Microsoft / Background Composite Order Bilinear Groups When G / General Subgroup / /

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The University of Texas / /

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present versatile tools / prime order systems / dot product / generation algorithm / composite order systems / bilinear systems / versatile tools / composite order bilinear groups / bilinear / direct product / composite order bilinear systems / much more efficient systems / composite order bilinear / efficient systems / /

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University of Texas at Austin / /

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system designer / Prime Minister / standard IND-CPA / /

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Franklin / Contribution We present versatile tools / Contribution We / /

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Texas / /

Technology

encryption / attribute-based and inner product encryption / identity-based encryption / secret key / PPT algorithm / generation algorithm / dual system encryption / attribute-based encryption / hierarchical identity-based encryption / /

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