اعضای هیات علمی

فرامرز تهمتنی

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شماره تماس: -

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پست الکترونیکی:

اتاق مجازی: http://vroom.shirazu.ac.ir/tahamtan

مقالات

Faramarz Tahamtani ,Blow-up results for a nonlinear hyperbolic equation with Lewis function ,Boundary Value Problem ,vol. 0 ,2009 ,pp. 1-9 ,
Faramarz Tahamtani ,Global Behavior Of Solutions For A Class Of Quasi-Linear Evolution Equations ,Global Journal of Pure and Applied Mathematics ,vol. 0 ,2010 ,pp. 77-83 ,
Faramarz Tahamtani، ,Finite Time Blow-Up Solution For A Class Of Nonlinear Hyperbolic Equations ,J.Appl.Math. and Informatics ,vol. 0 ,2010 ,pp. 425-430 ,
Faramarz Tahamtani ,Blow-Up Results For A Class Of Quasi-Linear Wave Equations ,Internatinal Journal of Computer Mathematical Science and Applications ,vol. 0 ,2010 ,pp. 263-267 ,
Faramarz Tahamtani،Kazem Mosalehe، ,SPATIAL DECAY ESTIMATES FOR A CLASS OF NONLINEAR DAMPED HYPERBOLIC EQUATIONS ,IJMMS ,vol. 0 ,2001 ,pp. 17-26 ,
Faramarz Tahamtani ,BOUNDARY STABILIZATION OF A COMPACTLY SYSTEM OF WAVE EQUATIONS ,Journal of Mathematical Extension ,vol. 0 ,2007 ,pp. 127-137 ,
Faramarz Tahamtani ,Hilbert Transform of Schwarts Distributions ,Scientia Iranica ,vol. 0 ,2003 ,pp. 495-498 ,
Faramarz Tahamtani،Amir Peyravi ,Spatial Estimates for a Class of Hyperbolic Equations with Nonlinear Dissipative Boundary Conditions ,Boundary Value Problems ,vol. 0 ,2011 ,pp. 1-9 ,
Faramarz Tahamtani،mohammad shahrouzi ,Existence and blow up of solutions to a Petrovsky equation with memory and nonlinear source term ,Boundary Value Problems ,vol. 0 ,2012 ,pp. 1-15 ,
Faramarz Tahamtani،mohammad shahrouzi ,Global nonexistence and stability of solutions of inverse problems for a class of Petrovsky systems ,GEORGIAN MATHEMATICAL JOURNAL ,vol. 0 ,2012 ,pp. 575-586 ,
Faramarz Tahamtani،Amir Peyravi ,Phragmen-Lindelof type results for a class of nonlinear damped wave equations ,Iranian Journal of Sciences and Technology ,vol. 0 ,2014 ,pp. 425-429 ,
Faramarz Tahamtani،mohammad shahrouzi ,Asymptotic stability and blow up of solutions for a Pertrovsky inverse source problem with dissipative boundary condition ,Mathematical Methods in the Applied Sciences ,vol. 0 ,2013 ,pp. 829-839 ,
Faramarz Tahamtani،Amir Peyravi ,ASYMPTOTIC BEHAVIOR AND BLOW-UP OF SOLUTIONS FOR A NONLINEAR VISCOELASTIC WAVE EQUATION WITH BOUNDARY DISSIPATION ,TAIWANESE JOURNAL OF MATHEMATICS ,vol. 0 ,2013 ,pp. 1921-1943 ,
Faramarz Tahamtani،Amir Peyravi ,Global existence uniform decay and exponential growth of solutions for a system of viscoelastic Petrovsky equations ,Turkish Journal of Mathematics ,vol. 0 ,2014 ,pp. 87-109 ,
Faramarz Tahamtani،Kazem Mosalehe ,Spatial Behavior of Solutions for a Class of Nonlinear Fourth-Order Parabolic Equations ,Mathematical Proceeding of the Royal Irish Academy ,vol. 0 ,2001 ,pp. 167-176 ,
Faramarz Tahamtani،Kazem Mosalehe ,Spatial decay estimates for the hyperbolic heat equation ,Iranian Journal of Sciences & Technology ,vol. 0 ,2003 ,pp. 375-379 ,
Faramarz Tahamtani،Amir Peyravi ,General decay of solutions for a nonlinear viscoelastic wave equation with nonlocal boundary damping ,Miskolc Mathematical Notes ,vol. 0 ,2014 ,pp. 753-760 ,
Faramarz Tahamtani ,ON ENERGY DECAY OF AN N-DIMENSIONAL THERMOELASTICITY SYSTEM WITH A NONLINEAR WEAK DAMPING ,Iranian Journal of Science & TechnologyTransaction A ,vol. 0 ,2008 ,pp. 45-51 ,
Amir Peyravi،Faramarz Tahamtani ,Upper and Lower Bounds of Blowup Time to a Strongly Damped Wave Equation of Kirchhoff Type with Memory Term and Nonlinear Dissipations ,Mediterranean Journal of Mathematics ,vol. 0 ,2018 ,pp. 0-0 ,
Amir Peyravi،Faramarz Tahamtani ,Polynomial-exponential stability and blow-up solutions to a nonlinear damped viscoelastic Petrovsky equation ,SeMA Journal ,vol. 0 ,2020 ,pp. 181-201 ,

همایش ها

zohre kamaldar،Faramarz Tahamtani ,Exponential decay of energy for a wave equation with strong damping term ,Proc. of the 9th Seminar on Differential Equations and Dynamical System Tabriz Iran July 11-13 2012 ,
mohammad shahrouzi،Faramarz Tahamtani ,Global nonexistence result to a semi-linear inverse source problem ,Proc. of the 9th Seminar on Differential Equations and Dynamical System Tabriz Iran July 11-13 2012 ,
mohammad shahrouzi،Faramarz Tahamtani ,Global existence of solutions for a Petrovsky viscoelastic equation with finite and past history memory terms ,چهل و چهارمین کنفرانس ریاضی ایران ,
Faramarz Tahamtani، ,?The qualitative study on a new special analytical method for solving wide classes of nonlinear differential equations-reality potential ,9th AIMS CONFERENCE – ABSTRACTS ,

نام درس

نام درس	کد درس	تعداد واحد	گروه درسی	زمان ارائه درس	تاریخ امتحان	ترم ارائه درس

معادلات دیفرانسیل	110331021	3	4	هفتگی - 0 (شنبه - 1100 الی 1230) \| هفتگی - 2 (دو شنبه - 1100 الی 1230)	1400/04/06 (0800 - 1000)	13992
معادلات دیفرانسیل	110331021	3	6	هفتگی - 1 (یک شنبه - 0930 الی 1100) \| هفتگی - 3 (سه شنبه - 0930 الی 1100)	1400/04/06 (0800 - 1000)	13992
معادلات دیفرانسیل با مشتقات جزئی	110331160	3	1	هفتگی - 0 (شنبه - 1600 الی 1730) \| هفتگی - 2 (دو شنبه - 1600 الی 1730)	1400/04/22 (1100 - 1300)	13992
معادلات دیفرانسیل	110331021	3	1	هفتگی - 0 (شنبه - 1100 الی 1230) \| هفتگی - 2 (دو شنبه - 1100 الی 1230)	1399/10/28 (0800 - 1030)	13991
معادلات دیفرانسیل با مشتقات جزئی	110331160	3	1	هفتگی - 1 (یک شنبه - 0930 الی 1100) \| هفتگی - 3 (سه شنبه - 0930 الی 1100)	1399/11/08 (0800 - 1000)	13991
معادلات دیفرانسیل با مشتقات جزیی 1	110342301	4	1	هفتگی - 0 (شنبه - 1400 الی 1600) \| هفتگی - 2 (دو شنبه - 1400 الی 1600)	1399/11/01 (1100 - 1300)	13991

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فرامرز تهمتنی

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