Inventor
MONTGOMERY PETER L
US23 patents
⚠️ This page may combine multiple inventors who share the name “MONTGOMERY PETER L”. Patents are grouped by organization below to help distinguish them — per-person disambiguation is on the roadmap.
MICROSOFT CORP
21 patentsUS7236589B2Jun 26, 2007
Device for point compression for Jacobians of hyperelliptic curves
MICROSOFT CORP14 citations92
US7587605B1Sep 8, 2009
Cryptographic pairing-based short signature generation and verification
MICROSOFT CORP29 citations91
US6209093B1Mar 27, 2001
Technique for producing a privately authenticatable product copy indicia and for authenticating such an indicia
MICROSOFT CORP46 citations90
US6163841ADec 19, 2000
Technique for producing privately authenticatable cryptographic signatures and for authenticating such signatures
MICROSOFT CORP46 citations90
US8036379B2Oct 11, 2011
Cryptographic processing
MICROSOFT CORP9 citations84
US7730315B2Jun 1, 2010
Cryptosystem based on a Jacobian of a curve
MICROSOFT CORP13 citations84
US7584362B2Sep 1, 2009
Systems and methods for providing signatures
MICROSOFT CORP8 citations84
US7363336B1Apr 22, 2008
Six-term Karatsuba-variant calculator
MICROSOFT CORP9 citations84
US7043015B2May 9, 2006
Methods for point compression for Jacobians of hyperelliptic curves
MICROSOFT CORP11 citations84
US7020776B2Mar 28, 2006
Cryptosystem based on a Jacobian of a curve
MICROSOFT CORP14 citations84
US7139396B2Nov 21, 2006
Koblitz exponentiation with bucketing
MICROSOFT CORP18 citations83
US7298839B2Nov 20, 2007
Squared Weil and Tate pairing techniques for use with elliptic curves
MICROSOFT CORP12 citations82
US7512232B2Mar 31, 2009
Generation and validation of short digital signatures with implicit message embedding
MICROSOFT CORP5 citations63
US7469048B2Dec 23, 2008
Methods for point compression for jacobians of hyperelliptic curves
MICROSOFT CORP3 citations63
US7765252B1Jul 27, 2010
Five-term karatsuba-variant calculator
MICROSOFT CORP3 citations62
US7769167B2Aug 3, 2010
Weil and Tate pairing techniques using parabolas
MICROSOFT CORP4 citations61
US7440569B2Oct 21, 2008
Tate pairing techniques for use with hyperelliptic curves
MICROSOFT CORP3 citations61
US7617397B2Nov 10, 2009
Systems and methods for generation and validation of isogeny-based signatures
MICROSOFT CORP2 citations60
US7664258B2Feb 16, 2010
Randomized sparse formats for efficient and secure computation on elliptic curves
MICROSOFT CORP2 citations56
US7532720B2May 12, 2009
Utilizing SIMD instructions within montgomery multiplication
MICROSOFT CORP1 citations52
US7729494B2Jun 1, 2010
Squared Weil and Tate pairing techniques for use with elliptic curves
MICROSOFT CORP0 citations51