Javad Mashreghi

Javad Mashreghi is a mathematician and author working in fields of function space theory, functional analysis and complex analysis. He is a professeur titulaire at Université Laval and was the 35th President of the Canadian Mathematical Society (2020–2022).

Javad Mashreghi
Born1968 (1968) (age 55)
Kashan, Iran
NationalityCanadian
Alma materUniversity of Tehran, McGill University
Scientific career
FieldsMathematics
InstitutionsUniversité Laval

Early life and education

Mashreghi was born in Kashan, Iran, in 1968. He studied electrical engineering, electronics, (B.Sc., 1991), and pure mathematics (M.Sc., 1993) at the University of Tehran. He moved to Canada in 1996 and earned his Ph.D. from the McGill University in 2001. Since then he lives in the Province of Quebec.

Service to Canadian mathematical community

Mashreghi is immensely involved in various aspects of North America's mathematical community, having served on numerous editorial, administrative and selection committees all across Canada and the U.S. (CMS, AMS, Fields Institute, CRM, AARMS, NSERC, FQRNT, NSF). He is the 35th President of the Canadian Mathematical Society (2020–2022), the editor-in-chief of the Canadian Mathematical Bulletin (2020–2025) and Concrete Operators (2018–2022).

Honours and awards

Bibliography

Books
  • S. Garcia, J. Mashreghi, W. Ross, Operator Theory by Example, Oxford University Press, 2023.[5]
  • R. Cheng, J. Mashreghi, W. Ross, Function Theory and lp Spaces, AMS University Lecture Series, 2020.[6]
  • S. Garcia, J. Mashreghi, W. Ross, Finite Blaschke Products and their Connections, Springer Monograph Series, Springer, 2018.[7]
  • S. Garcia, J. Mashreghi, W. Ross, Introduction to Model Spaces and their Operators, Cambridge Studies in Advanced Mathematics 148, Cambridge University Press, 2016.[8]
  • E. Fricain, J. Mashreghi, Theory of H(b) Spaces, Volume II, New Monographs in Mathematics 21, Cambridge University Press, 2016.[9]
  • E. Fricain, J. Mashreghi, Theory of H(b) Spaces, Volume I, New Monographs in Mathematics 20, Cambridge University Press, 2016.[10]
  • O. El-Fallah, K. Kellay, J. Mashreghi, T. Ransford, A Primer on the Dirichlet Space, Cambridge Tracts in Mathematics 203, Cambridge University Press, Cambridge, 2014.[11]
  • J. Mashreghi, Derivatives of Inner Functions, Fields Institute Monographs 31, 2013.[12]
  • J. Mashreghi, Representation Theorems in Hardy Spaces,[13] London Mathematical Society Student Text Series 74, Cambridge University Press, Cambridge, 2009.
  • J. Mashreghi, Structures algébriques, Loze-Dion éditeur inc., 2007.
  • J. Mashreghi, Analyse abstraite, Loze-Dion éditeur inc., 2006.

Conference proceedings
  • G. Dales, D. Khavinson, J. Mashreghi, Complex Analysis and Spectral Theory, Contemporary Mathematics 743, 2020.
  • A. Bourhim, J. Mashreghi, L. Oubbi, Z. Abdelali, Linear and Multilinear Algebra and Function Spaces, Contemporary Mathematics 750, 2020.
  • A. Aldroubi, L. A. Caudillo-Mata, J. Chung, P. Gonzalez Casanova, J. Mashreghi, Harmonic Analysis and Inverse Problems, Sampling Theory in Signal and Image Processing, 2018.
  • J. Mashreghi, G. Prajitura, R. Zhao, The First Northeastern Analysis Meeting, The Theta Foundation, 2018.
  • M. Manolaki, J. Mashreghi, P. Gauthier, New Trends in approximation Theory, Fields Institute Communications 81, 2018.
  • E. Fricain, J. Mashreghi, W. Ross, Invariant Subspaces of the Shift Operator, Contemporary Mathematics 638, 2015.
  • E. Fricain, J. Mashreghi, Blaschke products and Their Applications, Fields Institute Communications 65, 2013.
  • A. Boivin, J. Mashreghi, Complex Analysis and Potential Theory, CRM Proceedings & Lecture Notes 55, 2012.
  • J. Mashreghi, T. Ransford, K. Seip, Hilbert Spaces of Analytic Functions, CRM Proceedings & Lecture Notes 51, 2010.

Selected articles
  • R. Cheng, J. Mashreghi, W. Ross, Inner functions and zero sets for LpA, Trans. Amer. Math. Soc., 372(3):2045-2072, 2019.
  • J. Mashreghi, T. Ransford, A Gleason-Kahane-Zelazko theorem for modules and applications to holomorphic function spaces, Bull. Lond. Math. Soc., 47 (6):1014-1020, 2015.
  • B. Aaranov, I. Chalendar, E. Fricain, J. Mashreghi, D. Timotin, Bounded symbols and reproducing kernel thesis for truncated Toeplitz operators, J. Funct. Anal., 259(10):2673-2701,2010.
  • B. Aaranov, E. Fricain, J. Mashreghi, Weighted norm inequalities for de Branges–Rovnyak spaces and their applications, Amer. J. Math., 132(1):125-155, 2010.
  • V. Havin, J. Mashreghi, Admissible majorants for model subspaces of H2(R), Part I & II, Canad. J. Math., 55(6): 1231-1263 & 1264–1301, 2003.

References
  1. https://www.ieee-pels.org/awards/pels-publications/tpel-prize-paper
  2. Daryaei, Mohammad; Khajehoddin, S. Ali; Mashreghi, Javad; k. Afridi, Khurram (2021). "A New Approach to Steady-State Modeling, Analysis, and Design of Power Converters". IEEE Transactions on Power Electronics. 36 (11): 12746–12768. Bibcode:2021ITPE...3612746D. doi:10.1109/TPEL.2021.3076745. S2CID 236481146.
  3. https://cms.math.ca/awards/fellows-of-the-cms/
  4. https://cms.math.ca/awards/g-de-b-robinson-award/
  5. Operator Theory by Example (Oxford Graduate Texts in Mathematics ed.). Oxford University Press. 2023. ISBN 9780192863867.
  6. Function Theory and lp Spaces (University Lecture Series ed.). Americal Mathematical Society. 2020. ISBN 978-1-4704-5593-4.
  7. Finite Blaschke Products and their Connections (Springer Monograph Series ed.). Springer International Publishing. 2018. ISBN 978-3-319-78246-1.
  8. Introduction to Model Spaces and their Operators. Cambridge: University of Cambridge Press. 2016. ISBN 9781316258231. Retrieved 20 January 2021.
  9. Theory of H(b) Spaces, Vol. 2 (New Mathematical Monographs ed.). Cambridge: University of Cambridge Press. 2016. ISBN 9781139226769.
  10. The Theory of H(b) Spaces. Vol. 1 (New Mathematical Monographs ed.). Cambridge: University of Cambridge Press. 2016. ISBN 9781139226752. Retrieved 20 January 2021.
  11. A Primer on the Dirichlet space (Cambridge Tracts in Mathematics ed.). Cambridge: Cambridge University Press. 2014. ISBN 9781107239425. Retrieved 20 January 2021.
  12. Derivatives of Inner Functions (Fields Institute Monographs ed.). Springer. 2013. ISBN 978-1-4614-5610-0.
  13. "Representation Theorems in Hardy Spaces". Cambridge University Press. Cambridge University Press. Retrieved 20 January 2021.
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