Research
I am interested in arithmetic geometry. My advisor is Stephen Kudla. My Ph. D results contain the way of construction of nonholomorphic Siegel modular form of genus two from a pair of elliptic modular from by using global theta correspondence. My contribution is stated briefly in my reseach statement.
 "Geometry of Siegel modular forms and Cohomology of Siegel modular threefolds"
Advisor: Professor S. S. Kudla
 " Jacquet  Langlands Theory"
Professor M. Shahshahani and Professor A. Daneshga
Sharif University of Technology
Research talks
 "The Arithmetic Geometry of Siegel Modular Forms", Ganita Lab, University of Toronto, Canada, 2011, [Slides]
 "Local Systems on Siegel Modular Varieties and Their Cohomology", Ganita Lab, University of Toronto, Canada, 2011
 "Hilbert Modular Forms and Cohomology", The TorontoMontreal Number Theory Seminar,
Fields Institute, Toronto, Canada, April 2011, [slides]  "A Mini Graduate Course in Advanced Mathematics for Engineers" (Introduction to Manifold Theory), University of Toronto, Canada, 2010
 "A Classical Diophantine Problem and Modular Forms of Weight 3/2", Ganita Lab, University of Toronto, Canada, 2009
 "Automorphic Forms of GL(2, A)", Lecture series, Sharif University of Technology, Tehran, Iran, 2006
 "Tate's Thesis", Lecture series, Sharif University of Technology, Tehran, Iran, 2006

"Grobner Basis and Its Application in Algebraic Geometry", Sharif University of Technology, Tehran, Iran, 2005
Slides
 "The Periods of Eigenforms"[slides]
Seminars
Thesis