A
- Aminataei.Azim The Operational matrices with respect to generalized Laguerre polynomials and their applications in solving linear differential equations with variable coefficients [ Vol.9, Issue 2 - Spring Year 2015]
- Amirfakhrian.Majid Approximation of the n-th Root of a Fuzzy Number by Polynomial Form Fuzzy Numbers [ Vol.9, Issue 1 - Winter Year 2015]
- Azizi.A. Some notes on convergence of homotopy based methods for functional equations [ Vol.9, Issue 2 - Spring Year 2015]
H
- Hosseini.Esmaiel Homological dimensions of complexes of R-modules [ Vol.9, Issue 1 - Winter Year 2015]
I
- Izadikhah.M. Ranking DMUs by ideal points in the presence of fuzzy and ordinal data [ Vol.9, Issue 2 - Spring Year 2015]
K
- Karimi.Masoud The tanh method for solutions of the nonlinear modied Korteweg de Vries equation [ Vol.9, Issue 1 - Winter Year 2015]
N
- Nikuie.M. On the singular fuzzy linear system of equations [ Vol.9, Issue 2 - Spring Year 2015]
R
- Rathee.Savita Convergence Theorems for -Nonexpansive Mappings in CAT(0) Spaces [ Vol.9, Issue 2 - Spring Year 2015]
- Ritika.R. Convergence Theorems for -Nonexpansive Mappings in CAT(0) Spaces [ Vol.9, Issue 2 - Spring Year 2015]
S
- sadigh behzadi.shadan Application of variational iteration method for solving singular two point boundary value problems [ Vol.9, Issue 1 - Winter Year 2015]
- sadigh behzadi.shadan Numerical solution of fuzzy Hunter-Saxton equation by using Adomian decomposition and Homotopy analysis methods [ Vol.9, Issue 2 - Spring Year 2015]
- saeidian.jamshid Legendre wavelet method for solving Hammerstein integral equations of the second kind [ Vol.9, Issue 2 - Spring Year 2015]
- Shahsavaran.Ahmad Evaluating the solution for second kind nonlinear Volterra Fredholm integral equations using hybrid method [ Vol.9, Issue 2 - Spring Year 2015]
- Shahsavaran.Ahmad Evaluating the solution for second kind nonlinear Volterra Fredholm integral equations using hybrid method [ Vol.9, Issue 1 - Winter Year 2015]
- Shivanian.E. Multiple solutions of the nonlinear reaction-di usion model with fractional reaction [ Vol.9, Issue 2 - Spring Year 2015]
Z
- Zarebnia.M. A numerical solution of a Kawahara equation by using Multiquadric radial basis function [ Vol.9, Issue 1 - Winter Year 2015]
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