Fault tolerance and error detection in
cryptography
Finite field arithmetic
Elliptic curve cryptography
Machine learning and statistical inference
Papers:
K. Salah and A. Alkhoraidly. An OPNET-based simulation approach for
deploying VoIP. International Journal of Network Management, Vol
16, Issue 3, pp. 159-183, May 2006.
A. Alkhoraidly and M. A. Hasan. Error detection and recovery for transient
faults in elliptic curve scalar multiplication. Under review. An
earlier version is available as CACR Technical Report 2009-06,
University of Waterloo, May 2009.
A. Alkhoraidly and M. A. Hasan. Adaptive error recovery for transient
faults in elliptic curve scalar multiplication. Under review.
Available as CACR Technical Report 2011-23, University of Waterloo,
June 2010.
A. Alkhoraidly and M. A. Hasan. Cost-effective error detection in elliptic
curve cryptosystems. Under review. June 2011.
A. Alkhoraidly and M. K. Ibrahim. Serial-serial multiplication in finite
fields and rings. Under preparation.
Book chapters:
A. Alkhoraidly, A. Dominguez-Oviedo and M. A. Hasan. Fault
attacks on elliptic curve cryptosystems. In Marc Joye and Michael
Tunstall, editors, Fault Analysis in
Cryptography, Springer-Verlag's Information Security and
Cryptography Series, March 2011.
Theses:
A. Alkhoraidly, On Error
Detection and Recovery in Elliptic Curve Cryptosystems, PhD
Thesis, University of Waterloo, 2011.
A. Alkhoraidly, Serial-serial
Finite Field Multiplication, MSc Thesis, King Fahd University of
Petroleum and Minerals, 2005.
Patents:
A. Alkhoraidly and M. K. Ibrahim. Finite field serial-serial
multiplication/reduction structure and method. U.S. Patent
7519644, issued April 14, 2009.
A. Alkhoraidly and M. K. Ibrahim. Method for communicating securely over an
insecure communication channel. U.S. Patent 7764785, issued July
27, 2010.
