Invention Grant
- Patent Title: Digital signatures with error polynomials
- Patent Title (中): 具有错误多项式的数字签名
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Application No.: US12970942Application Date: 2010-12-17
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Publication No.: US08677135B2Publication Date: 2014-03-18
- Inventor: Kristin E. Lauter , Elisabeth Malmskog , Michael Naehrig , Vinod Vaikuntanathan
- Applicant: Kristin E. Lauter , Elisabeth Malmskog , Michael Naehrig , Vinod Vaikuntanathan
- Applicant Address: US WA Redmond
- Assignee: Microsoft Corporation
- Current Assignee: Microsoft Corporation
- Current Assignee Address: US WA Redmond
- Agent Holly Nguyen; Carole Boelitz; Micky Minhas
- Main IPC: G06F21/00
- IPC: G06F21/00

Abstract:
Representations of polynomials a, s, t, e—1 and e—2 can be provided. Values of coefficients of the polynomials can be limited, and can be computed using randomization techniques. A verification key can be generated to include representations of polynomials a, b, and c. Computation of b can include computing a product using a and s, and adding e—1. Computation of c can include computing a product using a and t, and adding e—2. A signing key can represent s and t. The signing key can be used to produce a message signature that can represent a sum of t and a product of s and m, with m being derived from a message to be signed. The verification key can be used to verify the signature by checking coefficient sizes of a polynomial represented by the signature, and of a checking polynomial derived from the verification key and the signature.
Public/Granted literature
- US20120159179A1 DIGITAL SIGNATURES WITH ERROR POLYNOMIALS Public/Granted day:2012-06-21
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