مقالات ISI

 | تاریخ ارسال: 1393/3/28 | 
 Numerical Investigation of the Time Fractional Mobile-Immobile Advection-Dispersion Model Arising from Solute Transport in Porous Media‏ A Golbabai, O Nikan, T Nikazad‏ International Journal of Applied and Computational Mathematics 5 (3), 50‏ 2019
Quasi Solution of a Nonlinear Inverse Parabolic Problem‏ AHS Shayegan, A Zakeri, T Nikazad‏ Bulletin of the Iranian Mathematical Society 45 (1), 1-12‏ 2019
Perturbed fixed point iterative methods based on pattern structure‏ T Nikazad, M Abbasi‏ Mathematical Methods in the Applied Sciences 41 (14), 5582-5592‏ 2018
Notes on flexible sequential block iterative methods‏ T Nikazad, M Karimpour, M Abbasi‏ Computers & Mathematics with Applications 76 (6), 1321-1332‏ 2018
Multiple criteria relay selection scheme in cooperative communication networks‏ B Razeghi, GA Hodtani, T Nikazad‏ Wireless Personal Communications 96 (2), 2539-2561‏ 4 2017
Generalized relaxation of string averaging operators based on strictly relaxed cutter operators‏ T Nikazad, M Mirzapour‏ arXiv preprint arXiv:1706.06675‏ 2 2017
Choosing the relaxation parameter in sequential block-iterative methods for linear systems‏ T Nikazad, S HEIDARZADE‏ Turkish Journal of Mathematics 41 (3), 733-748‏ 1 2017
A unified treatment of some perturbed fixed point iterative methods with an infinite pool of operators‏ T Nikazad, M Abbasi‏ Inverse Problems 33 (4), 044002‏ 5 2017
Convergence analysis for column-action methods in image reconstruction‏ T Elfving, PC Hansen, T Nikazad‏ Numerical Algorithms 74 (3), 905-924‏ 8 2017
Controlling noise error in block iterative methods‏ T Nikazad, M Karimpour‏ Numerical Algorithms 73 (4), 907-925‏ 1 2016
Convergence of string-averaging method for a class of operators‏ T Nikazad, M Abbasi, M Mirzapour‏ Optimization Methods and Software 31 (6), 1189-1208‏ 4 2016
Controlling semi-convergence phenomenon in non-stationary simultaneous iterative methods‏ T Nikazad, M Karimpour‏ Iranian Journal of Numerical Analysis and Optimization 6 (2), 51-64‏ 2016
Projected non-stationary simultaneous iterative methods‏ T Nikazad, M Mirzapour‏ Int. J. Nonlinear Anal. Appl 7 (2), 243-251‏
2016
Error minimizing relaxation strategies in Landweber and Kaczmarz type iterations‏ T Nikazad, M Abbasi, T Elfving‏ Journal of Inverse and Ill-posed Problems‏ 4 2015
Extrapolation of relaxed cutter operators for convex feasibility problem‏ T Nikazad, M Mirzapour‏ 8th international conference of the Iranian soceity of operations research …‏ 2 2015
Perturbation-resilient iterative methods with an infinite pool of mappings‏ T Nikazad, M Abbasi‏ SIAM Journal on Numerical Analysis 53 (1), 390-404‏ 6 2015 IMPLEMENTATION OF A LIMIT-MEMORY QUASI-NEWTON METHOD FOR SOLVING TOMOGRAPHIC IMAGING‏ T NIKAZAD, M MIRZAPOUR‏ 2015
Weights in block iterative methods‏ T Nikazad, M Abbasi‏ International Journal of Nonlinear Analysis and Applications 5 (2), 37-49‏ 1 2014
Semi-convergence properties of Kaczmarz’s method‏ T Elfving, PC Hansen, T Nikazad‏ Inverse Problems 30 (5), 055007‏ 23 2014
The ultrasound elastography inverse problem and the effective criteria‏ A Aghajani, M Haghpanahi, T Nikazad‏ Proceedings of the Institution of Mechanical Engineers, Part H: Journal of …‏ 7 2013
An acceleration scheme for cyclic subgradient projections method‏ T Nikazad, M Abbasi‏ Computational Optimization and Applications 54 (1), 77-91‏ 6 2013
Semiconvergence and relaxation parameters for projected SIRT algorithms‏ T Elfving, PC Hansen, T Nikazad‏ SIAM Journal on Scientific Computing 34 (4), A2000-A2017‏ 29 2012
Accelerated perturbation-resilient block-iterative projection methods with application to image reconstruction‏ T Nikazad, R Davidi, GT Herman‏ Inverse Problems 28 (3), 035005‏ 39 2012
Semiconvergence and Relaxation Parameters for Projected SIRT Algorithms-DTU Orbit (29/01/2016)‏
TE Elfving, PC Hansen, TE Nikazad‏ 2012 Semi-convergence and relaxation parameters for a class of SIRT algorithm‏ T Elfving, T Nikazad, PC Hansen‏ Electronic Transactions on Numerical Analysis 37, 321--336‏ 65* 2010
A class of iterative methods: Semi-convergence, stopping rules, inconsistency, and constraining‏ T Elfving, T Nikazad, C Popa‏ Medical Physics Publishing‏ 7 2010
Properties of a class of block-iterative methods‏ T Elfving, T Nikazad‏ Inverse Problems 25 (11), 115011‏ 27 2009
On diagonally relaxed orthogonal projection methods‏ Y Censor, T Elfving, GT Herman, T Nikazad‏ SIAM Journal on Scientific Computing 30 (1), 473-504‏ 130 2008
Semi-Convergence and Choice of Relaxation Parameters in Landweber-type Algorithms‏ T Elfving, T Nikazad‏ 2008 Algebraic Reconstruction Methods‏ T Nikazad‏ PhD. Thesis, Linkoping‏
17 2008
Some Block-Iterative Methods used in Image Reconstruction‏ T Elfving, T Nikazad‏ part of PhD. Thesis, Linkoping‏1 2008 

Some properties of ART-type reconstruction algorithms‏ T Elfving, T Nikazad‏ Mathematical Methods in Biomedical Imaging and Intensity-Modulated Radiation …‏ 3 2008
Stopping rules for Landweber-type iteration‏ T Elfving, T Nikazad‏ Inverse Problems 23 (4), 1417‏ 41 2007 MR2348074 (2008g: 65077) 65J22 (65F22)‏
T Elfving, T Nikazad‏ Inverse Problems 23 (4), 1417-1432‏ 2007
The Use of Landweber Algorithm in Image Reconstruction‏ T Nikazad‏ Licentiate thesis, Linkoping‏ 8 2007
An inverse solidification of pure substance problem in two dimensions‏ K Ivaz, T Nikazad‏ Applied mathematics letters 18 (8), 891-896‏ 4 2005
FREE BOUNDARY PROBLEM WITH KINETIC FUNCTION‏ K Ivaz, T Nikazad‏ INTERNATIONAL JOURNAL OF APPLIED MATHEMATICS 6 (3), 235-242‏ 2001
AIR Tools‏ PC Hansen, M Saxild-Hansen, T Elfving, T Nikazad‏
E RCO CFP‏ T Nikazad, M Mirzapour‏
Total Variation (TV) regularization is a powerful technique for image reconstruction tasks such as denoising, in-painting, and deblurring, because of its ability to produce …‏ T Nikazad, M Mirzapour‏
Tommy Elfving, Per Christian Hansen &‏ T Nikazad‏
ACCELERATION OF BLOCK ITERATIVE METHODS FOR SOLVING LINEAR SYSTEM OF EQUATIONS‏ T NIKAZAD, M MIRZAPOUR‏ Invited Plenary Speakers IMS and the Seminar Organizing Committee are proud …‏ A GENERALIZED UPPER BOUND FOR NOISE ERROR IN PROJECTED SIMULTANEOUS ITERATIVE RECONSTRUCTION TECHNIQUES‏ T NIKAZAD, M MIRZAPOUR‏ Invited Plenary Speakers IMS and the Seminar Organizing Committee are proud …‏ Unique Continuation and Inverse Problems for Heat Equations‏ B Emamizadeh, K Ivaz, T Nikazad‏

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مقالات ارائه شده در کنفرانسها

 | تاریخ ارسال: 1391/11/4 | 
1. (with K. Ivaz), "Wavelet Functions", 2nd International Conference on Applied Mathematics. IUST, Iran-Tehran, Oct. 25-27,2000
2. (with K. Ivaz), "Wavelet-Galerkin Solution of the Periodic Problems", 2nd International Conference on Applied Mathematics. IUST, Iran-Tehran, Oct. 25-27, 2000
3. (with K. Ivaz), "Wavelet-Galerkin Solution for the Inhomogeneous Sturm-Liouville Problems", The First International Seminar on Graph, Combinatorics, Computational Algorithms and Applications, Amirkabir University of Technology Tehran, Iran (Tehran Polytechnique).
4. "Wavelet and Numerical Integration", 19th Biennial Conference on Numerical Analysis, University of Dundee, Scotland, U. K. 26-29 June, 2001.
5. "Wavelet-Galerkin Solution for the Linear Second-Order Differential Equation with Variable Coefficients", 33rd Iranian Mathematics Conference, Department of Mathematics, Ferdowsi University, Mashhad, Iran, Aug 30-Sep 02, 2002.
6. (with K. Ivaz), " The Finite Element Method For Solving The Two-Phase Stefan Problems", Proceeding of the 14th Seminar on Mathematical Analysis and its applications, Iran University of Science and Technology, Iran, Feb. 4-5, 2004, pp. 141-146.
7. Invited talk: "Semi-convergence and relaxation parameters", Workshop on Inverse Problems and Applications, Norrkoping, Sweden May 3, 2010.
8. Invited talk: "Iterative methods used in image reconstruction", Institute for Advanced Studies in Basic Sciences, Iran, Zanjan, May 17, 2014.
9. Invited talk: "Iterative methods used in image reconstruction", IPM-Isfahan workshop on Numerical Analysis , Iran, Isfahan, May 30-31, 2015.

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دکتر نیک آزاد

AWT IMAGE

 نام خانوادگی :  نیک آزاد               نام : تورج

تاریخ تولد :  3/3/1349                 مرتبه علمی :دانشیار

گروه :  ریاضی کاربردی                  تلفن داخلی :  5409 

آدرس ایمیل : tnikazadiust.ac.ir 

آدرس وب سایت :  http://webpages.iust.ac.ir/tnikazad 

آدرس گوگل:touraj nikazad

آدرس پستی : تهران - میدان رسالت خیابان هنگام خیابان دانشگاه علم و صنعت

دانشگاه علم و صنعت ایران دانشکده ریاضی 1684613114

AWT IMAGE

تحصیلات

سوابق پژوهشی

سوابق اجرایی در دانشگاه

کتب منتشر شده

طرحهای انجام شده

زمینه های تحقیقات

سوابق آموزشی

تحصیلات

دکترای ریاضی کاربردی، رشته تحصیلی آنالیز عددی، محل تحصیل سوئد، دانشگاه لینشوپینگ، تاریخ اخذ:1387

فوق لیسانس ریاضی کاربردی، رشته تحصیلی آنالیزعددی، محل تحصیل دانشگاه علم و صنعت ایران،ایران، تاریخ اخذ:1375

لیسانس ریاضی ،رشته تحصیلی ریاضی کاربردی، محل تحصیل دانشگاه مازندران، تاریخ اخذ:1371

سوابق پژوهشی

مقالات چاپ شده در مجلات

مقالات چاپ شده در کنفرانسها

 طرحهای انجام شده

 طرف قرارداد : دانشگاه علم و صنعت ایران شروع و پایان :89-1388

طرف قرارداد : دانشگاه علم و صنعت ایران شروع و پایان :90-1389

کتب منتشر شده

اسم کتاب: Mathematical Methods in Biomedical Imaging and Intensity-Modulated Radiation Therapy

عنوان فصل: Some properties of ART-type reconstruction algorithms

محل انتشار :Italy سال انتشار : 2008 

اسم کتاب: Biomedical Mathematics: Promising Directions in Imaging, Therapy Planning and Inverse Problems,

 عنوان فصل: A class of iterative methods semi-convergence, stopping rules, inconsistency and constraining

محل انتشار : USAسال انتشار : 2010 

سوابق آموزشی

مدرس دانشکده ریاضی دانشگاه علم و صنعت ایران از سال1376

سوابق اجرایی
معاون پژوهشی دانشکده از سال 93 تا کنون
افتخارات علمی

 جوایز استحقاقی

مدرس نمونه : دانشگاه علم و صنعت ایران 2000-1999

دریافت بورس (وزارت علوم) دکتری

پسا دکتری

Department of Computer Science (Discrete Imaging and Graphics group), The Graduate Center,

City University of New York, New York, USA. Aug. 2008-Dec. 2008.

دریافت کمک هزینه

"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.

دریافت کمک هزینه

Visiting Scholar", Department of Mathematics, Linkoping University, Linkoping, Sweden

1-7 May of 2010 during Workshop on Inverse Problems and Applications 

زمینه های تحقیقات

بازسازی تصاویر

روشهای تکراری در سیستم های جبری

قواعد توقف 


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