Invention Grant
US07729494B2 Squared Weil and Tate pairing techniques for use with elliptic curves
有权
用于椭圆曲线的平方魏和泰特配对技术
- Patent Title: Squared Weil and Tate pairing techniques for use with elliptic curves
- Patent Title (中): 用于椭圆曲线的平方魏和泰特配对技术
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Application No.: US11942618Application Date: 2007-11-19
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Publication No.: US07729494B2Publication Date: 2010-06-01
- Inventor: Anne Kirsten Eisentraeger , Kristin E. Lauter , Peter L. Montgomery
- Applicant: Anne Kirsten Eisentraeger , Kristin E. Lauter , Peter L. Montgomery
- Applicant Address: US WA Redmond
- Assignee: Microsoft Corporation
- Current Assignee: Microsoft Corporation
- Current Assignee Address: US WA Redmond
- Agency: Lee & Hayes, PLLC
- Main IPC: H04K1/00
- IPC: H04K1/00

Abstract:
Methods and apparati are provided for use in determining “Squared Weil pairings” and/or “Squared Tate Pairing” based on an elliptic curve, for example, and which are then used to support cryptographic processing of selected information. Significant improvements are provided in computing efficiency over the conventional implementation of the Weil and Tate pairings. The resulting Squared Weil and/or Tate pairings can be substituted for conventional Weil or Tate pairings in a variety of applications.
Public/Granted literature
- US20080137839A1 Squared Weil and Tate Pairing Techniques for Use with Elliptic Curves Public/Granted day:2008-06-12
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