Mohammad Sal Moslehian

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Mohammad Sal Moslehian (Born in March 21, 1966; in Mashhad, Iran) is an Iranian Mathematician and a Professor at Ferdowsi University of Mashhad, Iran. He is a member of the Executive Committee of the Iranian Mathematical Society (2004-2012). He has 3 ( - Hugh Montgomery - P. Enflo - M.S. Moslehian), has Einstein Number 4 (Albert Einstein - Ernst G. Straus - L. Carlitz - H.M. Srivastava - M.S. Moslehian) and his Mathematical Grandfather is G. H. Hardy (G.H. Hardy - F. Smithies - J.R. Ringrose - E.C. Lance - A. Niknam - M.S. Moslehian).
Honors and Awards
- A gold medal type winner of the 13th Annual Iranian University Student Competition in Mathematics, Tehran, 1989.
- An outstanding researcher in Ferdowsi Festival, Khorasan, 2003.
- An excellent teacher among academic members of Ferdowsi University of Mashhad, Iran, 2005.
- Visiting research professor at Indian Statistical Institute, invited by Professor R. Bhatia, 2005.
- A distinguished researcher in Basic Sciences and certificate from the Ministry of Science, Research and Technology, Iran, 2007.
- A distinguished researcher among academic members of Razavi Khorasan Province (and certificate from the governor general), Iran, 2008.
- A distinguished reviewer selected by FIZ Karlsruhe and European Mathematical Society, 2009.
Editorial Positions
He serves as a member of the Editorial Board of several research international journals and acts as a reviewer for Mathematical Reviews and Zentralblatt Mathematics. He is the founder and the editor-in-chief of the research journal Banach Journal of Mathematical Analysis . He was the editor-in-chief of the Newsletter of the Iranian Mathematical Society for 4 years. He currently is the director of the Center of Excellence in Analysis on Algebraic Structures at Ferdowsi University of Mashhad .
Publications
He has published several research papers collaborated with more than 50 mathematicians around the world, 3 books and 1 edited volume in Mathematics . His research concerns Functional Analysis (General Theory of Normed algebras, Cohomology of Banach algebras, Geometry of Banach spaces, s), Operator Theory (Derivations, Homomorphisms, Matrix Analysis, Operator and Norm Inequalities) and Stability of Functional Equations.

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