A Mansoori, M Erfanian ‏

A dynamic model to solve the absolute value equations ‏

Journal of Computational and Applied Mathematics 333, 28-35, 2018 ‏, 2018

• CitedBy: 73

M Parsamanesh, M Erfanian ‏

Global dynamics of an epidemic model with standard incidence rate and vaccination strategy ‏

Chaos, Solitons & Fractals 117, 192-199, 2018 ‏, 2018

• CitedBy: 37

M Parsamanesh, M Erfanian ‏

Stability and bifurcations in a discrete-time SIVS model with saturated incidence rate ‏

Chaos, Solitons & Fractals 150, 111178, 2021 ‏, 2021

• CitedBy: 36

M ERFANIAN, H GACHPAZAN, M, Beiglo ‏

A new sequential approach for solving the integro-differential equation via Haar wavelet bases ‏

Computational Mathematics and Mathematical Physics 57 (2), 297-305, 2017 ‏, 2017

• CitedBy: 35

M Parsamanesh, M Erfanian, S Mehrshad ‏

Stability and Bifurcations in a Discrete-Time Epidemic Model with Vaccination and Vital Dynamics ‏

BMC Bioinformatics 21 (525), 2020 ‏, 2020

• CitedBy: 30

M ERFANIAN, M GACHPAZAN, H BEIGLO ‏

Rationalized Haar wavelet bases to approximate solution of nonlinear Fredholm integral equations with error analysis ‏

Applied Mathematics and Computation 265, 304–312, 2015 ‏, 2015

• CitedBy: 27

M Erfanian, A Mansoori ‏

Solving the nonlinear integro-differential equation in complex plane with rationalized Haar wavelet ‏

Mathematics and computers in simulation 165, 223-237, 2019 ‏, 2019

• CitedBy: 26

A Shojaeifard, AN Amroudi, A Mansoori, M Erfanian ‏

Projection recurrent neural network model: a new strategy to solve weapon-target assignment problem ‏

Neural Processing Letters 50, 3045-3057, 2019 ‏, 2019

• CitedBy: 22

M Erfanian, H Zeidabadi ‏

Approximate solution of linear Volterra integro-differential equation by using cubic B-spline finite element method in the complex plane ‏

Advances in Difference Equations 2019 (1), 62, 2019 ‏, 2019

• CitedBy: 21

M Erfanian, H Zeidabadi ‏

Solving of nonlinear Fredholm integro-differential equation in a complex plane with rationalized Haar wavelet bases ‏

Asian-European Journal of Mathematics 12 (4), 1950055 (15 pages), 2019 ‏, 2019

• CitedBy: 20

M Erfanian ‏

The approximate solution of nonlinear mixed Volterra‐Fredholm‐Hammerstein integral equations with RH wavelet bases in a complex plane ‏

Mathematical Methods in the Applied Sciences 41 (18), 8942-8952, 2018 ‏, 2018

• CitedBy: 18

M Erfanian, H Zeidabadi ‏

Using of Bernstein spectral Galerkin method for solving of weakly singular Volterra–Fredholm integral equations ‏

Mathematical Sciences 12 (2), 109-103, 2018 ‏, 2018

• CitedBy: 16

M Erfanian ‏

The approximate solution of nonlinear integral equations with the RH wavelet bases in a complex plane ‏

International Journal of Applied and Computational Mathematics 4 (1), 31, 2018 ‏, 2018

• CitedBy: 15

M Erfanian, M Gachpazan, S Kosari ‏

A new method for solving of Darboux problem with Haar Wavelet ‏

SeMA Journal 74, 475-487, 2017 ‏, 2017

• CitedBy: 13

M ERFANIAN, M GACHPAZAN ‏

A NEW METHOD FOR SOLVING OF TELEGRAPH EQUATION WITH HAAR WAVELET ‏

International Journal of Mathematical and Computational Science (Int. J …, 2016 ‏, 2016

• CitedBy: 13

M Erfanian, A Akrami ‏

RH WAVELET BASES TO APPROXIMATE SOLUTION OF NONLINEAR FREDHOLM-HAMMERSTEIN INTEGRAL EQUATIONS IN COMPLEX PLANE ‏

Mathematical Modelling of Systems, ISSN: 1381-2424 4 (1), 111-118, 2017 ‏, 2017

• CitedBy: 11

M ERFANIAN, M GACHPAZAN ‏

Solving mixed Fredholm–Volterra integral equations by using the operational matrix of RH wavelets ‏

SeMA Journal, 2015 ‏, 2015

• CitedBy: 8

M Parsamanesh, M Erfanian ‏

Global dynamics of a mathematical model for propagation of infection diseases with saturated incidence rate ‏

Journal of Advanced Mathematical Modeling 11 (1), 69-81, 2021 ‏, 2021

• CitedBy: 7

M Erfanian, H Zeidabadi, M Rashki, H Borzouei ‏

Solving a nonlinear fractional Schrödinger equation using cubic B-splines ‏

Advances in Difference Equations 2020 (1), 344, 2020 ‏, 2020

• CitedBy: 7

R Ghorbanpoor, J Saberi-Nadjafi, NMAN Long, M Erfanian ‏

Stability and Convergence Analysis of Singular Integral Equations for Unequal Arms Branch Crack Problems in Plane Elasticity ‏

Applied Mathematical Modelling, 731-749, 2022 ‏, 2022

• CitedBy: 6

عرفانيان اورعي مجيد ، پارسامنش محمود ، مهرشاد سعيد

Stability and bifurcations in a discrete-time epidemic model with vaccination and vital dynamics

BMC BIOINFORMATICS

عرفانيان اورعي مجيد ، بيگلو حسين ، گچ پزان مرتضي

حل معادلات انتگرال عير خطي فردهلم در فضاي مختلط با كمك PQWs

International Journal of Dynamical Systems and Differential Equations

عرفانيان اورعي مجيد ، زيدابادي حامد

Solution of nonlinear Volterra and Fredholm integro-differential equations by the rational Haar wavelet

Journal of Mathematical Modeling

عرفانيان اورعي مجيد ، محمود پارسامنش

Stability and bifurcations in a discrete-time SIVS model with saturated incidence rate

CHAOS SOLITONS and FRACTALS

عرفانيان اورعي مجيد ، پارسامنش محمود

ديناميك سراسري يك مدل رياضي براي انتشار بيماري هاي عفوني با نرخ انتشار غيرخطي اشباع

مدلسازي پيشرفته رياضي

بيدادي مينا ، عرفانيان اورعي مجيد ، زابلي غلامرضا

مقاله آزمايشي جديد

بيماريهاي گياهي

كوثري سجاد ، عرفانيان اورعي مجيد

Using Chebyshev polynomial's zeros as point grid for numerical solution of linear and nonlinear PDEs by differential quadrature- based radial basis functions

International Journal of Mathematical Modelling & Computations (IJM2C)

عرفانيان اورعي مجيد ، R. Ghorbanpoor ، J. Saberi-Nadjafi ، N.M.A. Nik Long

Stability and convergence analysis of singular integral equations for unequal arms branch crack problems in plane elasticity

APPLIED MATHEMATICAL MODELLING

عرفانيان اورعي مجيد ، زيد آبادي حامد

Solving of Nonlinear Volterra Integro-Differential Equations in the Complex Plane with Periodic Quasi-wavelets

International Journal of Applied and Computational Mathematics

عرفانيان اورعي مجيد ، اكرمي عباس ، پارسامنش محمود

مدل سازي انتشار بيماري: رياضيات و جمعيت

ابن سينا

راشكي مهدي ، عرفانيان اورعي مجيد ، H. Zeidabadi ، H. Borzouei

Solving a nonlinear fractional Schr?dinger equation using cubic B-splines

Advances in Difference Equations

عرفانيان اورعي مجيد ، عرفانيان حميد

رنگ پذيري در توپولوژي

پژوهش هاي رياضي

عرفانيان اورعي مجيد ، Hamed Zeidabadi ، اميد باغاني

Solving an inverse problem for a time-fractional advection-diffusion equation with variable coefficients by rationalized Haar wavelet method

Journal of Computational Science

عرفانيان اورعي مجيد ، Hamed Zeidabadi

حل معادله انمگرال دوبعدي ولترا با استفاده از توابع هار

International Journal of Nonlinear Analysis and Applications

عرفانيان اورعي مجيد ، قرباني اصغر ، پارسامنش محمود

يك روش تكراري پارامتري طيفي براي حل مدل جمعيت ولترا.

كارافن

عرفانيان اورعي مجيد ، Hamed Zeidabadi ، Hessam Hosseinnezhad

Solving Inverse System of Time-Fractional Burgers Equation

المجلة العراقية للعلوم : جامعة بغداد

عرفانيان اورعي مجيد ، Hossein Gholami ، Morteza Gachpazan

SEIaIsQRS EPIDEMIC MODEL FOR COVID-19 BY USING COMPARTMENTAL ANALYSIS AND NUMERICAL SIMULATION

Computational Methods for Differential Equations

عرفانيان اورعي مجيد ، زيد آبادي حامد

Using of rational Haar wavelet to solve of nonlinear integro-differential equations

Wavelets and Linear Algebra

عرفانيان اورعي مجيد ، پارسامنش محمود ، مهرشاد سعيد

Stability and bifurcations in a discrete-time epidemic model with vaccination and vital dynamics

BMC BIOINFORMATICS

عرفانيان اورعي مجيد ، بيگلو حسين ، گچ پزان مرتضي

حل معادلات انتگرال عير خطي فردهلم در فضاي مختلط با كمك PQWs

International Journal of Dynamical Systems and Differential Equations

عرفانيان اورعي مجيد ، زيدابادي حامد

Solution of nonlinear Volterra and Fredholm integro-differential equations by the rational Haar wavelet

Journal of Mathematical Modeling

عرفانيان اورعي مجيد ، محمود پارسامنش

Stability and bifurcations in a discrete-time SIVS model with saturated incidence rate

CHAOS SOLITONS and FRACTALS

عرفانيان اورعي مجيد ، پارسامنش محمود

ديناميك سراسري يك مدل رياضي براي انتشار بيماري هاي عفوني با نرخ انتشار غيرخطي اشباع

مدلسازي پيشرفته رياضي

بيدادي مينا ، عرفانيان اورعي مجيد ، زابلي غلامرضا

مقاله آزمايشي جديد

بيماريهاي گياهي

كوثري سجاد ، عرفانيان اورعي مجيد

Using Chebyshev polynomial's zeros as point grid for numerical solution of linear and nonlinear PDEs by differential quadrature- based radial basis functions

International Journal of Mathematical Modelling & Computations (IJM2C)

عرفانيان اورعي مجيد ، R. Ghorbanpoor ، J. Saberi-Nadjafi ، N.M.A. Nik Long

Stability and convergence analysis of singular integral equations for unequal arms branch crack problems in plane elasticity

APPLIED MATHEMATICAL MODELLING

عرفانيان اورعي مجيد ، زيد آبادي حامد

Solving of Nonlinear Volterra Integro-Differential Equations in the Complex Plane with Periodic Quasi-wavelets

International Journal of Applied and Computational Mathematics

عرفانيان اورعي مجيد ، اكرمي عباس ، پارسامنش محمود

مدل سازي انتشار بيماري: رياضيات و جمعيت

ابن سينا

راشكي مهدي ، عرفانيان اورعي مجيد ، H. Zeidabadi ، H. Borzouei

Solving a nonlinear fractional Schr?dinger equation using cubic B-splines

Advances in Difference Equations

عرفانيان اورعي مجيد ، عرفانيان حميد

رنگ پذيري در توپولوژي

پژوهش هاي رياضي

عرفانيان اورعي مجيد ، Hamed Zeidabadi ، اميد باغاني

Solving an inverse problem for a time-fractional advection-diffusion equation with variable coefficients by rationalized Haar wavelet method

Journal of Computational Science

عرفانيان اورعي مجيد ، Hamed Zeidabadi

حل معادله انمگرال دوبعدي ولترا با استفاده از توابع هار

International Journal of Nonlinear Analysis and Applications

عرفانيان اورعي مجيد ، قرباني اصغر ، پارسامنش محمود

يك روش تكراري پارامتري طيفي براي حل مدل جمعيت ولترا.

كارافن

عرفانيان اورعي مجيد ، Hamed Zeidabadi ، Hessam Hosseinnezhad

Solving Inverse System of Time-Fractional Burgers Equation

المجلة العراقية للعلوم : جامعة بغداد

عرفانيان اورعي مجيد ، Hossein Gholami ، Morteza Gachpazan

SEIaIsQRS EPIDEMIC MODEL FOR COVID-19 BY USING COMPARTMENTAL ANALYSIS AND NUMERICAL SIMULATION

Computational Methods for Differential Equations

عرفانيان اورعي مجيد ، زيد آبادي حامد

Using of rational Haar wavelet to solve of nonlinear integro-differential equations

Wavelets and Linear Algebra