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Amir Peyravi
Amir Peyravi
(FA Page)
Assistant Professor
Contact Number: -
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Articles And Books
Thesis
Offered Courses
Articles
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،Amir Peyravi ,Phragmen-Lindelof type results for a class of nonlinear damped wave equations ,IRANIAN JOURNAL OF SCIENCE AND TECHNOLOGY TRANSACTION A-SCIENCE ,vol. 0 ,2014 ,pp. 425-429 ,
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. 0-0 ,
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،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 ,
Amir Peyravi ,Lower Bounds of Blow up Time for a System of Semi-Linear Hyperbolic Petrovsky Equations ,Acta Mathematica Scientia ,vol. 0 ,2016 ,pp. 683-688 ,
Amir Peyravi ,General decay and blow up of solutions for a system of viscoelastic wave equations with nonlinear boundary source terms ,Journal of Mathematical Analysis and Applications ,vol. 0 ,2017 ,pp. 1056-1076 ,
Amir Peyravi ,General energy decay of solutions for a weakly dissipative Kirchhoff equation with nonlinear boundary damping ,Acta Mathematicae Applicatae Sinica English Series ,vol. 0 ,2017 ,pp. 401-408 ,
Amir Peyravi ,Blow up Solutions to a System of Higher-order Kirchhoff-type Equations with Positive Initial Energy ,Taiwanese Journal of Mathematics ,vol. 0 ,2017 ,pp. 0-0 ,
Amir Peyravi ,Blow up of solutions for 3D Quasi-linear wave equations with positive initial energy ,Carpathian Journal of Mathematics ,vol. 0 ,2017 ,pp. 97-106 ,
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 ,General Stability and Exponential Growth for a Class of Semi-linear Wave Equations with Logarithmic Source and Memory Terms ,Applied Mathematics &# Optimization ,vol. 0 ,2020 ,pp. 545-561 ,
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 ,
Amir Peyravi ,General energy decay and exponential instability to a nonlinear dissipative-dispersive viscoelastic Petrovsky equation ,JOURNAL OF MATHEMATICAL EXTENSION ,vol. 0 ,2022 ,pp. 1-22 ,
Amir Peyravi ,Lifespan estimates and asymptotic stability for a class of fourth-order damped p-Laplacian wave equations with logarithmic nonlinearity ,Bolet?n de la Sociedad Matem?tica Mexicana ,vol. 0 ,2023 ,pp. 0-0 ,
Conferences
Amir Peyravi ,Global existence and uniform stability for a system of wave equations of Kirchhoff type with degenerate damping effects and nonlinear sources ,52nd Annual Iranian Mathematics Conference ,
Amir Peyravi ,Existence of weak solutions for a dispersive wave equation with strong damping nonlinear boundary source term and interior logarithmic nonlinearity ,52nd Annual Iranian Mathematics Conference ,
Amir Peyravi ,Asymptotic stability for a wave equation with logarithmic nonlinearity weak and strong damping effects and nonlinear boundary source ,10th National Mathematics Conference of the Payame Noor University (PNU) ,
Amir Peyravi ,Finite time blow-up at arbitrary high initial energy level to a fourth order viscoelastic wave equation with nonlinear source ,10th National Mathematics Conference of the Payame Noor University (PNU) ,
Amir Peyravi ,Blow up at arbitrary high positive initial energy for a viscoelastic wave equation with nonlinear boundary source term ,53nd Annual Iranian Mathematics Conference ,
FirstName And Last Name
Project Name
Degree
download-thesis
def-date
Saeed Behipour
Dynamical analysis for a Kirchhoff-type system with weak damping effects and logarithmic sources
M.S
1400/06/20
Mina Karimi
Existence, decay and blow-up of solutions for a class of parabolic equations of viscoelastic type
M.S
1398/04/29
Farzaneh Khademi
Nonexistence of solutions for a class of three dimensional nonlinear wave equations of viscoelastic type with arbitrary energy level
M.S
1398/10/04
leila kiani
Non-existence of solutions for a class of fourth order wave equations with weak and strong damping effects and logarithmic source
M.S
niloofar nazari
Decay of solution energy for a viscoelastic wave equation with logarithmic source and nonlinear boundary feedback
M.S
1402/12/14
Mohammad javad saberi nik
Blow-up properties of solutions to a class of fourth order parabolic equations with a nonlinear source
M.S
1401/11/15
mostafa hamidi
Finite-Parameters Feedback Control for Stabilizing Damped Nonlinear Wave Equations
M.S
1396/06/21
Hakimeh Mahmoodipour
General decay of solutions to a viscoelastic wave equation with nonlinear localized damping
M.S
1395/12/18
Abbas Omidvari
Energy decay rates for the semilinear wave equation with memory boundary condition and acoustic boundary conditions
M.S
1398/02/18
sahar tavasoli
Edge connectivity and the spectral gap of combinatorial and quantum graphs
M.S
1397/11/27
Shahin Rahimi
A generalization of \\pi-regular rings
M.S
1400/06/31
Farzaneh Abasian
GLOBAL BEHAVIOR OF SOLUTIONS TO AN INVERSE PROBLEM FOR SEMILINEAR HYPERBOLIC EQUATIONS
M.S
1394/11/28
Parsatoo Alimanish
Investigating some concepts of robustness in multiobjective optimization
M.S
1399/06/31
Mohammad Hadi Atabakzadeh
Some Efficient Analytical and Numerical Methods for Fractional Differential Equations and their Applications in Chaotic Synchronization
Ph.D
1394/04/16
Elnaz Fahandezh
Rings in which every left zero-divisor is also a right zero-divisor and conversely.
M.S
1399/06/31
mostafa golmohamadi
On systems of linear fractional differential equations with constant coefficients
M.S
1394/04/15
Fatemeh Hedayatian
On the Toeplitzness of Compsotion Operators
M.S
1395/12/15
Roham Kamandi
Some multi-objective optimization approaches for redundancy allocation problem in a system
M.S
1396/06/28
Ali Mohammad Karparvar
Socle Clean Rings, Socle Reduced Rings and Additive Decomposition of Ideals
Ph.D
1397/06/25
Saeedeh Nasimi
Essential manifolds with extra structure
M.S
1394/09/15
tahere nayeri
blow up and general decay of solution for a nonlinear viscoelastic equation
M.S
1394/12/18
Fatemeh Taghipoor
On the fractional solution of the equation f(x+y)=f(x)f(y)and its application to fractional Laplace’s transform
M.S
1394/12/19
mehdi tanhaeipoor
General decay of solutions for a weak viscoelastic equation with acoustic boundary conditions
M.S
1394/04/13
fateme zarei
Existence and asymptotic stability of a viscoelastic wave equation with a delay
M.S
1393/12/19
Name
Calculus II (122)
Calculus III) 123)
Differential Equations
General Calculus II
Numerical Solution of Partial Differential Equations
Partial Differential Equation
Theory of Partial Differential Equations
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