Dr. Touraj Nikazad

 | Post date: 2022/11/7 | 

Dr. Touraj Nikazad

Image reconstruction techniques,
Iterative methods for linear systems (LARG, Sparse, Ill-posed),
Stopping rules


 
 Email : tnikazad(At)iust.ac.ir
 Phone : (+9821) 73225409 Ext.: 5409
 Fax: (+9821) 77240302 
 Postal code: 1684613114  
 Address : Iran University of Science & Technology, University St., Hengam St., Resalat Square, Tehran, Iran.
 Home page :  http://webpages.iust.ac.ir/tnikazad
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     Educations  | Honors and Awards  | Research Interests | Executive Responsibilites |  Publications | Research laboratory | Courses    

 



  Ph.D., Linköping University, Linköping, Sweden (2004-2008).
                
  Ms.C., Iran University of Science and Technology, Tehran, Iran (1993-1996).
                
   Bs.C., Mazandaran University, Babolsar, Iran (1988-1992).
 
 



  Full scholarship, from Iran Ministry of Science and Education, for PhD program since September 2004-September 2008.

      Visiting research scholar, Department of Computer Science (Discrete Imaging and Graphics group), The Graduate Center, City University of New York, New York, USA. Aug. 2008-Dec. 2008.

     Loading expenses to participate in the workshop entitled "Mathematical Problems, Models and Methods in Biomedical Imaging ", February 8-12, 2010 at the Institute for Pure and Applied Mathematics situated on the UCLA campus, USA.

      Visiting Scholar, Department of Mathematics, Linkoping University, Linkoping, Sweden. 1-7 May of 2010 during Workshop on Inverse Problems and Applications.

     Visiting, Department of Applied Mathematics and Computer Science, Technical University of Denmark, Lyngby, Denmark, August 18-25, 2013.

     Visiting, Department of Applied Mathematics and Computer Science, Technical University of Denmark, Lyngby, Denmark, June 24-July 6, 2015.

   Institute  for  Research  in  Fundamental Sciences, School of Mathematics, Non Resident Researcher (2015 - Present),( grant No. 94650073).
 

 


  Image reconstruction techniques

  Iterative methods for linear systems (LARG, Sparse, Ill-posed)

  Stopping rules

 
 

 
  

 
  

 

 
 


 Parallel Computing Laboratory
 
 


  Under graduate:
                  Scientific Computation
                  Linear Algebra
                  Calculus (I, II, III)
                  Numerical Analysis (I, II)
                  Mathematical Analysis (I , II, III)
                  Engineering Mathematics
                  Partial Differential Equations
                  and Ordinary Differential Equations.

  Graduate:
                  Numerical Linear Algebra (Matrix Computation)
                  Advanced Numerical Analysis
                  Iterative Methods
                  Mathematical Methods in Image Reconstruction
                  Discrete Inverse Problems
                  Numerical Regularization in Inverse Problems
                  Real Analysis and Applied Functional Analysis

 
  

 

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