Kharaghani, Hadi
Faculty
Mathematics & Computer Science
- Phone
- (403) 329-2471
- kharaghani@uleth.ca
Office Hours
MWF: 11:00 AM to 1:00 PM
About Me
I am interested in design theory and related applications. More specifically, I work on Hadamard matrices and designs. A very special class of Hadamard matrices which I have called them to be of "Bush-type" has proven to be extremely interesting. A recent result of Muzychuck and Xiang establishes the existence of these matrices for many interesting orders, but of course, we need to investigate the existence of many more. A very recent link found between these matrices and the "energy of graphs" has made them so much more interesting.
Current Research
Title |
Location |
Principal Investigator | Co-Researchers | Grant Agency |
Grant Amount |
Grant Time Period |
---|---|---|---|---|---|---|
Orthogonal designs, Hadamard matrices and applications | NSERC | Hadi Kharaghani | Wolf Holzmann | |||
Orthogonal designs, Hadamard matrices and applications | NSERC | Hadi Kharaghani | Wolf Holzmann | NSERC | $110,000 - total for 5 years |
Previous Research
Title | Grant Agency | Completion Date |
Orthogonal designs, Hadamard matrices and applications | NSERC | 2008 |
Publications
See Hadi Kharaghani's homepage
http://www.cs.uleth.ca/~hadi/
For list of publications refer to AMS Mathematical Reviews:
http://www.ams.org/mathscinet/search
http://www.cs.uleth.ca/~hadi/
For list of publications refer to AMS Mathematical Reviews:
http://www.ams.org/mathscinet/search
Degrees
B.Sc. (Mathematics) University of Tehran; M.Sc. (Mathematics) Pahlavi University; Ph.D. (Mathematics) University of Calgary
Research Interests
I work on Hadamard matrices, orthogonal designs and designs in general. My research is supported by NSERC.
In The Media
Awards Celebrate Distinguished Teaching, Research, Scholarship and Performance; Legend; June 2005 convcation issue.
The Algorithm is Key to Kharaghani's Success; Legend; September 2004.
The Algorithm is Key to Kharaghani's Success; Legend; September 2004.
Expertise
Hadamard matrices
Orthogonal designs and applications