1. Veiseh, H., T. Lotfi and T. Allahviranloo, 2018. On general conditions for nestedness of the solution set of fuzzy-interval linear systems. Fuzzy Sets Syst., 331: 105-115.
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2. Sahihi, H., S. Abbasbandy and T. Allahviranloo, 2018. Reproducing kernel method for solving singularly perturbed differential-difference equations with boundary layer behavior in Hilbert space. J. Comput. Applied Math., 328: 30-43.
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3. Veiseh, H., T. Lotfi and T. Allahviranloo, 2017. A study on the local convergence and dynamics of the two-step and derivative-free Kung-Traub’s method. Comput. Applied Math., 10.1007/s40314-017-0458-5.
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4. Pirmuhammadi, S., T. Allahviranloo and M. Keshavarz, 2017. The parametric form of Z‐number and its application in Z‐number initial value problem. Int. J. Intell. Syst., 32: 1030-1061.
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5. Nojavan, H., S. Abbasbandy and T. Allahviranloo, 2017. Variable shape parameter strategy in local radial basis functions collocation method for solving the 2D nonlinear coupled Burgers’ equations. Mathematics, Vol. 5. 10.3390/math5030038.
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6. Gouyandeh, Z., T. Allahviranloo, S. Abbasbandy and A. Armand, 2017. A fuzzy solution of heat equation under generalized Hukuhara differentiability by fuzzy Fourier transform. Fuzzy Sets Syst., 309: 81-97.
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7. Fazli, A., T. Allahviranloo and S. Javadi, 2017. Numerical solution of nonlinear two-dimensional Volterra integral equation of the second kind in the reproducing kernel space. Math. Sci., 11: 139-144.
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8. Ezadi, S. and T. Allahviranloo, 2017. Numerical solution of linear regression based on Z-numbers by improved neural network. Intell. Automat. Soft Comput., 10.1080/10798587.2017.1328812.
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9. Ezadi, S. and T. Allahviranloo, 2017. New multi-layer method for Z-number ranking using hyperbolic tangent function and convex combination. Intell. Automat. Soft Comput., 10.1080/10798587.2017.1367146.
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10. Armand, A., T. Allahviranloo, S. Abbasbandy and Z. Gouyandeh, 2017. Fractional relaxation-oscillation differential equations via fuzzy variational iteration method. J. Intell. Fuzzy Syst., 32: 363-371.
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11. Allahviranloo, T., I. Perfilieva and F. Abbasi, 2017. A new attitude coupled with fuzzy thinking for solving fuzzy equations. Soft Comput., 10.1007/s00500-017-2562-2.
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12. Allahviranloo, T. and F. Babakordi, 2017. Algebraic solution of fuzzy linear system as: AX+BX=Y. Soft Comput., 21: 7463-7472.
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13. Alinezhad, M. and T. Allahviranloo, 2017. On the solution of fuzzy fractional optimal control problems with the Caputo derivative. Inform. Sci., 421: 218-236.
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14. Ahmadi, N., A.R. Vahidi and T. Allahviranloo, 2017. An efficient approach based on radial basis functions for solving stochastic fractional differential equations. Math. Sci., 11: 113-118.
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15. Abolhasani, M., S. Abbasbandy and T. Allahviranloo, 2017. A new variational iteration method for a class of fractional convection-diffusion equations in large domains. Mathematics, Vol. 5. 10.3390/math5020026.
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16. Vahdani, B., S.S. Behzadi and T. Allahviranloo, 2016. Optimal multi-product dynamic pricing and inventory policies for coordinating production and marketing under fuzzy environment: Fuzzy expansion methods. Scientia Iranica, 23: 2297-2317.
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17. Gouyandeh, Z., T. Allahviranloo and A. Armand, 2016. Numerical solution of nonlinear Volterra-Fredholm-Hammerstein integral equations via Tau-collocation method with convergence analysis. J. Comput. Applied Math., 308: 435-446.
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18. Chehlabi, M. and T. Allahviranloo, 2016. Concreted solutions to fuzzy linear fractional differential equations. Applied Soft Comput., 44: 108-116.
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19. Behzadi, S.S., B. Vahdani, T. Allahviranloo and S. Abbasbandy, 2016. Application of fuzzy Picard method for solving fuzzy quadratic Riccati and fuzzy Painleve I equations. Applied Math. Model., 40: 8125-8137.
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20. Behzadi, S.S. and T. Allahviranloo, 2016. Solving fuzzy differential equations by using Picard method. Iranian J. Fuzzy Syst., 13: 71-81.
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21. Babakordi, F. and T. Allahviranloo, 2016. An efficient method for solving LR fuzzy dual matrix systems. J. Intell. Fuzzy Syst., 30: 575-581.
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22. Avazpour, L., T. Allahviranloo and S. Islam, 2016. Uncertain Hermite-Hadamard inequality for functions with (s, m)-Godunova-Levin derivatives via fractional integral. J. Nonlinear Sci. Applic., 9: 3333-3347.
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23. Allahviranloo, T., Z. Gouyandeh and A. Armand, 2016. General solution of basset equation with Caputo generalized Hukuhara derivative. Applied Anal. Applic., 6: 119-130.
24. Abbasi, F., T. Allahviranloo and S. Abbasbandy, 2016. A new attitude coupled with the basic fuzzy thinking to distance between two fuzzy numbers. Iranian J. Fuzzy Syst., 13: 21-39.
25. Rahmani, A., M. Rostamy, F.H. lotfi and T. Allahviranloo, 2016. A new method for defuzzification and ranking of fuzzy numbers based on the statistical Beta distribution. Adv. Fuzzy Syst., Vol. 2016. 10.1155/2016/6945184.
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26. Allahviranloo, T., Z. Gouyandeh, A. Armand and A. Hasanoglu, 2015. On fuzzy solutions for heat equation based on generalized Hukuhara differentiability. Fuzzy Sets Syst., 265: 1-23.
27. Allahviranloo, T., Z. Gouyandeh and A. Armand, 2015. Numerical solutions for fractional differential equations by Tau-Collocation method. Applied Math. Comput., 271: 979-990.
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28. Allahviranloo, T., Z. Gouyandeh and A. Armand, 2015. A full fuzzy method for solving differential equation based on Taylor expansion. J. Intell. Fuzzy Syst., 29 : 1039-1055.
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29. Allahviranloo, T., P. Salehi and M. Nejatiyan, 2015. Existence and uniqueness of the solution of nonlinear fuzzy Volterra integral equations. Iranian J. Fuzzy Syst., 12: 75-86.
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30. Allahviranloo, T. and M. Chehlabi, 2015. Solving fuzzy differential equations based on the length function properties. Soft Comput., 19: 307-320.
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31. Abbasi, F., T. Allahviranloo and S. Abbasbandy, 2015. A new attitude coupled with fuzzy thinking to fuzzy rings and fields. Intell. Fuzzy Syst., 29: 851-861.
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32. Kargar, R., T. Allahviranloo, M. Rostami-Malkhalifeh and G.R. Jahanshaloo, 2014. A proposed method for solving fuzzy system of linear equations. Scient. World J., Vol. 2014. 10.1155/2014/782093.
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33. Behzadi, S.S., T. Allahviranloo and S. Abbasbandy, 2014. The use of fuzzy expansion method for solving fuzzy linear Volterra-Fredholm integral equations. J. Intel. Fuzzy Syst., 26: 1817-1822.
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34. Behzadi, S.S., T. Allahviranloo and S. Abbasbandy, 2014. Fuzzy collocation methods for second-order fuzzy Abel-Volterra integro-differential equations. Iranian J. Fuzzy Syst., 11: 71-88.
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35. Avazpour, L. and T. Allahviranloo, 2014. Uncertain Ostrowski type inequalities for functions which their derivations are preinvex via fractional integral. Veliger, 53: 1-11.
36. Allahviranloo, T., Z. Gouyandeh and A. Armand, 2014. Fuzzy fractional differential equations under generalized fuzzy Caputo derivative. J. Intell. Fuzzy Syst., 26: 1481-1490.
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37. Allahviranloo, T., S. Abbasbandy and S.S. Behzadi, 2014. Solving nonlinear fuzzy differential equations by using fuzzy variational iteration method. Soft Comput., 18: 2191-2200.
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38. Allahviranloo, T., S. Abbasbandy and S. Hashemzehi, 2014. Approximating the solution of the linear and nonlinear fuzzy Volterra integrodifferential equations using expansion method. Abstr. Applied Anal., Vol. 2014. 10.1155/2014/713892.
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39. Allahviranloo, T., M. Ayatollahi, F. Amini and E. Vaseghi, 2014. Fuzzy BIBO stability of linear control systems. J. Math. Extension, 8: 59-69.
40. Allahviranloo, T., A.A. Hosseinzadeh, M. Ghanbari, E. Haghi and R. Nuraei, 2014. On the new solutions for a fully fuzzy linear system. Soft Comput., 18: 95-107.
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41. Allahviranloo, T. and S.S. Behzadi, 2014. The use of airfoil and Chebyshev polynomials methods for solving fuzzy Fredholm integro-differential equations with Cauchy kernel. Soft Comput., 18: 1885-1897.
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42. Allahviranloo, T. and L. Hooshangian, 2014. Fuzzy generalized H-differential and applications to fuzzy differential equations of second-order. J. Intell. Fuzzy Syst., 26: 1951-1967.
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43. Allahviranloo, T. and L. Hooshangian, 2014. A new method to find fuzzy nth order derivation and applications to fuzzy nth order arithmetic based on generalized h-derivation. Int. J. Optimiz. Control: Theor. Applic., 4: 105-121.
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44. Allahviranloo, T. and L. Gerami, 2014. The solution of fully fuzzy quadratic equation based on optimization theory. Scient. World J., Vol. 2014. 10.1155/2014/156203.
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45. Verma, M., A. Kumar, Y. Singh and T. Allahviranloo, 2013. Application of non-normal p-norm trapezoidal fuzzy number in reliability evaluation of electrical substations. Neural Comput. Applic., 23: 531-539.
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46. Salahshour, S. and T. Allahviranloo, 2013. Applications of fuzzy Laplace transforms. Soft Comput., 17: 145-158.
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47. Salahshour, S. and T. Allahviranloo, 2013. Application of fuzzy differential transform method for solving fuzzy Volterra integral equations. Applied Math. Model., 37: 1016-1027.
48. Nouraei, R., T. Allahviranloo and M. Ghanbari, 2013. Finding an inner estimation of the solution set of a fuzzy linear system. Applied Math. Model., 37: 5148-5161.
49. Moloudzadeh, S., T. Allahviranloo and P. Darabi, 2013. A new method for solving an arbitrary fully fuzzy linear system. Soft Comput., 17: 1725-1731.
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50. Ghanbari, M., S. Abbasbandy and T. Allahviranloo, 2013. A new approach to determine the convergence-control parameter in the application of the homotopy analysis method to systems of linear equations. Applied Comput. Math., 12: 355-364.
51. Behzadi, S.S., T. Allahviranloo and S. Abbasbandy, 2013. Application of fuzzy expansion methods for solving fuzzy Fredholm-Volterra integral equations of the first kind. Int. J. Math. Model. Comput., 3: 59-70.
52. Behzadi, S.S., S. Abbasbandy and T. Allahviranloo, 2013. A study on singular integro-differential equation of Abel's type by iterative methods. J. Appl. Math. Inform., 31: 499-511.
53. Allahviranloo, T., S. Salahshour, M.H. Nejad and D. Baleanu, 2013. General solutions of fully fuzzy linear systems. Abstract Applied Anal., Vol. 2013. 10.1155/2013/593274.
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54. Allahviranloo, T., S. Abbasbandy, M.R. Shahryari, S. Salahshour and D. Baleanu, 2013. On solutions of linear fractional differential equations with uncertainty. Abstr. Applied Anal., Vol. 2013. 10.1155/2013/178378.
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55. Allahviranloo, T., M. Khezerloo, O. Sedaghatfar and S. Salahshour, 2013. Toward the existence and uniqueness of solutions of second-order fuzzy volterra integro-differential equations with fuzzy kernel. Neural Comput. Applic., 22: 133-141.
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56. Allahviranloo, T., M. Khezerloo, O. Sedaghatfar and S. Salahshour, 2013. Toward the existence and uniqueness of solutions of second-order fuzzy volterra integro-differential equations with fuzzy kernel. Neural Comput. Applic., 22: 133-141.
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57. Allahviranloo, T., M. Jahantigh and S. Hajighasemi, 2013. A new distance measure and ranking method for generalized trapezoidal fuzzy numbers. Math. Problems Eng., Vol. 2013. 10.1155/2013/623757.
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58. Allahviranloo, T., L. Avazpour, M.J. Ebadi, D. Baleanu and S. Salahshour, 2013. RETRACTED ARTICLE: Fuzzy fractional Ostrowski inequality with Caputo differentiability. J. Inequalities Applic., Vol. 2013. 10.1186/1029-242X-2013-50.
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59. Allahviranloo, T., F.H. Lotfi, M. khorasani and M. Khezerloo, 2013. On the solution of fuzzy linear system. Applied Math. Model., 37: 1170-1176.
60. Allahviranloo, T. and S.S. Behzadi, 2013. The use of iterative methods for solving Black-Scholes equation. Int. J. Ind. Math., Vol. 5. .
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61. Allahviranloo, T. and L. Hooshangian, 2013. A method to find fuzzy eigenvalues and fuzzy eigenvectors of fuzzy matrix. Neural Comput. Applic., 23: 1159-1167.
62. Abbasbandy, S., T. Allahviranloo and M. Ghanbari, 2013. The series solutions of evolution equations by different semi-analytical methods. J. Sci. (Islamic AZAD Univ.), 22: 34-52.
63. Saneifard, R. and T. Allahviranloo, 2012. A comparative study of ranking fuzzy numbers based on regular weighted function. Fuzzy Inform. Eng., 3: 235-248.
64. Salahshour, S., T. Allahviranloo, S. Abbasbandy and D. Baleanu, 2012. Existence and uniqueness results for fractional differential equations with uncertainty. Adv. Differ. Equat., Vol. 2012. 10.1186/1687-1847-2012-112.
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65. Salahshour, S., T. Allahviranloo and S. Abbasbandy, 2012. Solving fuzzy fractional differential equations by fuzzy Laplace transforms. Commun. Nonlinear Sci. Numer. Simul., 17: 1372-1381.
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66. Otadi, M., T. Allahviranloo and M. Mosleh, 2012. Evaluation of fully fuzzy regression models by fuzzy neural network. Neural Comput. Applic., 21: 105-112.
67. Ghanbari, M., T. Allahviranloo and E. Haghi, 2012. Estimation of algebraic solution by limiting the solution set of an interval linear system. Soft Comput., 16: 2135-2142.
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68. Ghanbari, M. and T. Allahviranloo, 2012. A new application of homotopy analysis method. Thai J. Math., 10: 43-57.
69. Ezzati, R., T. Allahviranloo, S. Khezerloo and M. Khezerloo, 2012. An approach for ranking of fuzzy numbers. Expert Syst. Applic., 39: 690-695.
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70. Behzadi, S.S., T. Allahviranloo and S. Abbasbandy, 2012. Solving fuzzy second-order nonlinear Volterra-Fredholm integro-differential equations by using Picard method. Neural Comput. Applic., 21: 337-346.
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71. Behzadi, S.S., S. Abbasbandy, T. Allahviranloo and A. Yildirim, 2012. Application of homotopy analysis method for solving a class of nonlinear Volterra-Fredholm integro-differential equations. J. Applied Anal. Comput., 2: 127-136.
72. Allahviranloo, T., S. Salahshour and S. Abbasbandy, 2012. Explicit solutions of fractional differential equations with uncertainty. Soft Comput., 16: 297-302.
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73. Allahviranloo, T., S. Salahshour and L. Avazpour, 2012. On the fractional Ostrowski inequality with uncertainty. J. Math. Anal. Applic., 395: 191-201.
74. Allahviranloo, T., S. Abbasbandy, O. Sedaghgatfar and P. Darabi, 2012. A new method for solving fuzzy integro-differential equation under generalized differentiability. Neural Comput. Applic., 21: 191-196.
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75. Allahviranloo, T., S. Abbasbandy and S. Hajighasemi, 2012. A new similarity measure for generalized fuzzy numbers. Neural Comput. Applic., 21: 289-294.
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76. Allahviranloo, T., M. Ghanbari, E. Haghi, A. Hosseinzadeh and R. Nouraei, 2012. A new metric for L-R fuzzy numbers and its application in fuzzy linear systems. Soft Comput., 16: 1743-1754.
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77. Allahviranloo, T., F.H. Lotfi and M.A. Firozja, 2012. Efficiency in fuzzy production possibility set. Iran. J. Fuzzy Syst., 9: 17-30.
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78. Allahviranloo, T., E. Haghi and M. Ghanbari, 2012. The nearest symmetric fuzzy solution for a symmetric fuzzy linear system. Analele Stiintifice ale Universitatii Ovidius Constanta, 20: 151-172.
79. Allahviranloo, T. and S.S. Behzadi, 2012. Application of iterative methods for solving general Riccati equation. Int. J. Ind. Math., 4: 389-404.
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80. Allahviranloo, T. and S. Gholami, 2012. Note on ”Generalized Hukuhara differentiability of interval-valued functions and interval differential equations”. Fuzzy Set Valued Anal., Vol. 2012. 10.5899/2012/jfsva-00135.
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81. Allahviranloo, T. and R. Saneifard, 2012. Defuzzification method for ranking fuzzy numbers based on center of gravity. Iranian J. Fuzzy Syst., 9: 57-67.
82. Allahviranloo, T. and M. Ghanbari, 2012. On the algebraic solution of fuzzy linear systems based on interval theory. Applied Math. Model., 36: 5360-5379.
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83. Allahviranloo, T. and M. Ghanbari, 2012. A new approach to obtain algebraic solution of interval linear systems. Soft Comput., 16: 121-133.
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84. Sigarpich, L.A., T. Allahviranloo, F.H. Lotfi and N.A. Kiani, 2011. Degeneracy in fuzzy linear programming and its application. Int. J. Uncertainty Fuzziness Knowl.-Based Syst., 19: 999-1012.
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85. Khalilpour, K. and T. Allahviranloo, 2011. An initial-value method for two-point fuzzy boundary value problems. World Applied Sci. J., 13: 2148-2155.
86. Allahviranloo, T., S. Abbasbandy, S. Salahshour and A. Hakimzadeh, 2011. A new method for solving fuzzy linear differential equations. Computing, 92: 181-197.
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87. Allahviranloo, T., S. Abbasbandy and R. Saneifard, 2011. An approximation approach for ranking fuzzy numbers based on weighted interval-value. Math. Comput. Applic., 16: 588-597.
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88. Allahviranloo, T., S. Abbasbandy and R. Saneifard, 2011. A method for ranking of fuzzy numbers using new weighted distance. Math. Comput. Applic., 16: 359-369.
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89. Allahviranloo, T., S. Abbasbandy and H. Rouhparvar, 2011. The exact solutions of fuzzy wave-like equations with variable coefficients by a variational iteration method. Applied Soft Comput., 11: 2186-2192.
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90. Allahviranloo, T., M. Ghanbari, E. Haghi, A. Hosseinzadeh and R. Nouraei, 2011. A note on "Fuzzy linear systems". Fuzzy Sets Syst., 177: 87-92.
91. Allahviranloo, T., A. Borhanifar and S. Hajihosseinlou, 2011. Quadrature rules for fuzzy integrals. J. Applied Math., 8: 9-22.
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92. Allahviranloo, T., A. Amirteimoori, M. Khezerloo and S. Khezerloo, 2011. A new method for solving fuzzy voltra integro-differential equations. Aust. J. Basic Applied Sci., 5: 154-164.
93. Allahviranloo, T. and S. Salahshour, 2011. Maximal- and minimal symmetric solutions of fully fuzzy linear systems. Comput. Applied Math., 235: 4652-4662.
94. Allahviranloo, T. and S. Salahshour, 2011. Fuzzy symmetric solutions of fuzzy linear systems. Comput. Applied Math., 235: 4545-4553.
95. Allahviranloo, T. and S. Salahshour, 2011. Bounded and symmetric solutions of fully fuzzy linear systems in dual form. Proc. Comput. Sci., 3: 1494-1498.
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96. Allahviranloo, T. and N. Mikaeilvand, 2011. Non zero solutions of the fully fuzzy linear systems. Applied Comput. Math., 10: 271-282.
97. Allahviranloo, T. and N. Mikaeilvand, 2011. Fully fuzzy linear systems solving using MOLP. World Applied Sci. J., 12: 2268-2273.
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98. Allahviranloo, T. and M. Ghanbari, 2011. Discrete homotopy analysis method for the nonlinear Fredholm integral equations. Ain Shams Eng. J., 2: 133-140.
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99. Allahviranloo, T. and K. Khalilpour, 2011. A numerical method for two-point fuzzy boundary value problems. World Applied Sci. J., 13: 2137-2147.
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100. Allahviranloo, T. and S. Salahshour, 2011. Euler method for solving hybrid fuzzy differential equation. Soft Comput., 15: 1247-1253.
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101. Abbasbandy, S., T. Allahviranloo, P. Darabi and O. Sedaghatfar, 2011. Variational iteration method for solving n-th order fuzzy differential equations. Math. Comput. Appl., 16: 819-829.
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102. Abbasbandy, S., T. Allahviranloo and P. Darabi, 2011. Numerical solution of N-order fuzzy differential equations by Runge-Kutta method. Math. Comput. Applic., 16: 935-946.
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103. Rouhparvar, H., S. Abbasbandy and T. Allahviranloo, 2010. Existence and uniqueness of solution of an uncertain characteristic cauchy reaction-diffusion equation by Adomian decomposition method. Math. Comput. Applic., 15: 404-419.
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104. Allahviranloo, T., S. Khezerloo and M.A. Firouzja, 2010. Fuzzy regression on fuzzy data by new metric distance. Southeast Asian Bull. Math., 34: 215-230.
105. Allahviranloo, T., M. Khezerloo, M. Ghanbari and S. Khezerloo, 2010. The homotopy perturbation method for fuzzy Volterra integral equations. Int. J. Comput. Cognition, 8: 31-37.
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106. Allahviranloo, T., E. Khaji and N. Samadzadegan, 2010. Latus: A new accelerator for generating combined iterative methods in solving nonlinear equation. Int. J. Ind. Math., 2: 237-244.
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107. Allahviranloo, T. and M.B. Ahmadi, 2010. Fuzzy laplace transforms. Soft Comput., 14: 235-243.
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108. Allahviranloo, T. and M.A. Firozja, 2010. Ranking of fuzzy numbers by a new metric. Soft Comput., 14: 773-782.
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109. Allahviranloo, T. and M. Ghanbari, 2010. Solving fuzzy linear systems by homotopy perturbation method. Int. J. Comput. Cognition, 8: 91-96.
110. Allahviranloo, T. and M. Afshar, 2010. Numerical methods for fuzzy linear partial differential equations under new definition for derivative. Iranian J. Fuzzy Syst., 7: 33-50.
111. Rouhparvar, H., T. Allahviranloo and S. Abbasbandy, 2009. Existence and uniqueness of fuzzy solution for linear Volterra fuzzy integral equations proved by Adomian decomposition method. ROMAI J., 5: 153-161.
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112. Lotfi, F.H., T. Allahviranloo, M.A. Jondabeh and L. Alizadeh, 2009. Solving a full fuzzy linear programming using lexicography method and fuzzy approximate solution. Applied Math. Model., 33: 3151-3156.
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113. Allahviranloo, T., S. Abbasbandy, N. Ahmady and E. Ahmady, 2009. Improved predictor-corrector method for solving fuzzy initial value problems. Inform. Sci., 179: 945-955.
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114. Allahviranloo, T., N.A. Kiani and N. Motamedi, 2009. Solving fuzzy differential equations by differential transformation method. Inform. Sci., 179: 956-966.
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115. Allahviranloo, T., N.A. Kiani and M. Barkhordari, 2009. Toward the existence and uniqueness of solutions of second-order fuzzy differential equations. Inform. Sci., 179: 1207-1215.
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116. Allahviranloo, T., N. Mikaeilvand and M. Barkhordari, 2009. Fuzzy linear matrix equations. Fuzzy Optim. Decis. Making, 8: 165-177.
117. Allahviranloo, T., M. Shafiee and Y. Nejatbakhsh, 2009. A note on “Fuzzy differential equations and the extension principle”. Inform. Sci., 179: 2049-2051.
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118. Allahviranloo, T., F.H. Lotfi, L. Alizadeh and N. Kiani, 2009. Degeneracy in fuzzy linear programming problems. J. Fuzzy Math., 17: 389-402.
119. Allahviranloo, T., E. Ahmady and N. Ahmady, 2009. A method for solving nth order fuzzy linear differential equations. Int. J. Comput. Math., 86: 730-742.
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120. Allahviranloo, T., A. Panahi and H. Rouhparvar, 2009. A copmutational method to find an approximate analytical solution for fuzzy differential equations. Analele Stiintifice ale Universitatii Ovidius Constanta, 17: 5-14.
121. Allahviranloo, T. and N. Taheri, 2009. An analytic approximation to the solution of fuzzy heat equation by adomian decomposition method. Int. J. Contemp. Math. Sci., 4: 105-114.
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122. Allahviranloo, T. and L. Jamshidi, 2009. Solution of fuzzy differential equations under generalized differentiability by Adomian decomposition method. Iranian J. Optim., 1: 57-75.
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123. Panahi, A., T. Allahviranloo and H. Rouhparvar, 2008. Solving fuzzy linear systems of equations. ROMAI J., 4: 207-214.
124. Allahviranloo, T., S. Khezerloo and M. Mohammadzaki, 2008. Numerical solution for differential inclusion by adomian decomposition method. J. Applied Math., 5: 51-62.
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125. Allahviranloo, T., N.A. Kiani, M. Barkhordary and M. Mosleh, 2008. Homomorphic solution of fully fuzzy linear systems. Comput. Math. Model., 19: 282-291.
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126. Allahviranloo, T., N. Mikaeilvand, N.A. Kiani and R.M. Shabestari, 2008. Signed decomposition of fully fuzzy linear systems. Int. J. Applic. Applied Math., 3: 77-88.
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127. Allahviranloo, T., N. Mikaeilvand, F.H. Lotfi and M.K. Kiasari, 2008. Fully fuzzy linear programming problem with positive or negative core. Far East J. Applied Math., 33: 337-350.
128. Allahviranloo, T., M. Otadi and M. Mosleh, 2008. Iterative method for fuzzy equations. Soft Comput., 12: 935-939.
129. Allahviranloo, T., M. Afshar and M. Shafiei, 2008. Revised solution of an overdetermined fuzzy linear system of equations. Int. J. Comput. Cognition, 6: 66-70.
130. Allahviranloo, T., F.H. Lotfi, M.K. Kiasary, N.A. Kiani and L. Alizadeh, 2008. Solving fully fuzzy linear programming problem by the ranking function. Applied Math. Sci., 2: 19-32.
131. Allahviranloo, T., E. Ahmady and N. Ahmady, 2008. "Erratum to ‘‘Numerical solution of fuzzy differential equations by predictor-corrector method”[Inform. Sci. 177 (7) (2007) 1633–1647]. Inform. Sci., 178: 1780-1782.
132. Allahviranloo, T., E. Ahmady and N. Ahmady, 2008. Nth-order fuzzy linear differential equations. Inform. Sci., 178: 1309-1324.
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133. Allahviranloo, T. and S. Hashemzehi, 2008. The homotopy pertubation method for fuzzy Fredholm integral equations. J. Applied Math., 5: 1-13.
134. Allahviranloo, T. and M. Otadi, 2008. Numerical solution of fuzzy integral equations. Applied Math. Sci., 2: 33-46.
135. Saneifard, R., F.H. Lotfi, T. Allahviranloo and N. Mikaeilvand, 2007. Euclidean ranking DMUs with fuzzy data in DEA. Applied Math. Sci., 1: 2989-2998.
136. Pasha, E., T. Razzaghnia and T. Allahviranloo, 2007. Fuzzy linear regression models with fuzzy entropy. Applied Math. Sci., 1: 1715-1724.
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137. Navabakhsh, M., G.R. Jahanshahloo, F.H. Lotfi, T. Allahviranloo, F.R. Balf and H.Z. Rezai, 2007. Finding suitable benchmark for inefficient commercial bank branches, application of DEA. Int. J. Contemp. Math. Sci., 2: 183-193.
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138. Navabakhsh, M., F.H. Lotfi, T. Allahviranloo, F.R. Balf and H.Z. Rezai, 2007. The outputs estimation and improvement of efficiency on interval data in DEA. Int. J. Contemp. Math. Sci., 2: 195-201.
139. Lotfi, F.H., T. Allahviranloo, M. Alimardani and N. Kiani, 2007. A new method for complex decision making based on TOPSIS for complex decision making problems with fuzzy data. Applied Math. Sci., 1: 2981-2987.
140. Lotfi, F.H., G. Jahanshahloo, T. Allahviranloo, E. Noroozi and A.A.H. Lotfi, 2007. Equitable allocation of shared costs on fuzzy environment. Int. Math. Forum, 2: 3199-3210.
141. Jahanshahloo, G.R., F.H. Lotfi, M.A. Firozja and T. Allahviranloo, 2007. Ranking DMUs with fuzzy data in DEA. Int. J. Contemp. Math. Sci., 2: 203-211.
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142. Allahviranloo, T., N. Ahmady and E. Ahmady, 2007. Numerical solution of fuzzy differential equations by predictor-corrector method. Inform. Sci., 177: 1633-1647.
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143. Allahviranloo, T., K. Shamsolkotabi, N.A. Kiani and L. Alizadeh, 2007. Fuzzy integer linear programmin problem. Int. J. Contemp. Math. Sci., 2: 167-181.
144. Allahviranloo, T., F.H. Lotfi and M.A. Firozja, 2007. Fuzzy efficiency measure with fuzzy production possibility set. Applic. Applied Math.: Int. J., 2: 152-166.
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145. Allahviranloo, T. and M.A. Firouzja, 2007. Note on "Trapezoidal approximation of fuzzy numbers". J. Fuzzy Sets Syst., 158: 755-756.
146. Allahviranloo, T. and M. Afshar, 2007. Cramer's rule for fuzzy system of linear equations. J. Nonlinear Stud., 14: 381-387.
147. Allahviranloo, T., N. Ahmady and E. Ahmady, 2006. Two step method for fuzzy differential equations. Int. Math. Forum, 1: 823-832.
148. Allahviranloo, T., E. Ahmady, N. Ahmady and K.S. Alketaby, 2006. Block Jacobi two-stage method with Gauss-Sidel inner iterations for fuzzy system of linear equations. Applied Math. Comput., 175: 1217-1228.
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149. Allahviranloo, T. and N. Mikaeilvand, 2006. Positive solutions of fully fuzzy linear systems. J. Applied Math., 3: 1-11.
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150. Allahviranloo, T. and M. Otadi, 2006. Gaussian quadratures for approximate of fuzzy multiple integrals. Applied Math. Comput., 172: 175-187.
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151. Allahviranloo, T. and M. Afshar, 2006. Solution of fuzzy system of linear equations. J. Applied Math. Comput., 175: 519-531.
152. Abbasbandy, S. and T. Allahviranloo, 2006. The Adomian decomposition method applied to the fuzzy system of Fredholm integral equations of the second kind. Int. J. Uncertainty Fuzziness Knowl.-Based Syst., 14: 101-110.
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153. Daneshian, B., G.R. Jahanshahloo, F.H. Lotfi, T. Allahviranloo and S. Mehrabian, 2005. The overall assurance interval for the non-archimedean epsilon in DEA models. Math. Comput. Applic., 10: 387-393.
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154. Allahviranloo, T., 2005. The Adomian decomposition for fuzzy system of linear equations. J. Applied Math. Comput., 163: 553-563.
155. Allahviranloo, T., 2005. Successive over relaxation iterative method for fuzzy system of linear equations. J. Applied Math. Comput., 162: 189-196.
156. Allahviranloo, T., 2005. Romberg Integration for fuzzy functions. Applied Math. Comput., 168: 866-876.
157. Allahviranloo, T., 2005. Newton Cot's methods for integration of fuzzy functions. Applied Math. Comput., 166: 339-348.
158. Allahviranloo, T. and T. Hajari, 2005. Numerical methods for approximation of fuzzy surfaces. Applied Math. Comput., 169: 16-33.
159. Allahviranloo, T. and M. Otadi, 2005. Gaussian quadratures for approximate of fuzzy integrals. Applied Math. Comput., 170: 874-885.
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160. Allahviranloo, T., 2004. Numerical methods for fuzzy system of linear equations. J. Applied Math. Comput., 155: 493-502.
161. Abbasbandy, S., T.A. Viranloo, O. Lopez-Pouso and J.J. Nieto, 2004. Numerical methods forfuzzy differential inclusions. Comput. Math. Applic., 48: 1633-1641.
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162. Abbasbandy, S. and T. Allahviranloo, 2004. Extrapolation methods for improving solution of fuzzy differential equations. Math. Comput. Applic., 9: 205-214.
163. Abbasbandy, S. and T. Allah Viranloo, 2004. Numerical solution of fuzzy differential equation by Runge-Kutta method. Nonlinear Stud., 11: 117-129.
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164. Kurt, S., E.M. Soylu and S. Soylu, 2003. First report of downy leaf spot of walnuts caused by Microstroma juglandis in Turkey. Plant Pathol., 52: 409-409.
165. Allahviranloo, T., 2003. On the iterative method for fuzzy system of linear equations. Int. Math. J., 4: 43-52.
166. Allahviranloo, T., 2003. A comment on fuzzy linear systems. Fuzzy Sets Syst., 140: 559-559.
167. Allahviranloo, T., 2002. Difference methods for fuzzy partial differential equations. Comput. Methods Applied Math., 2: 233-242.
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168. Abbasbandy, S. and T.A. Viranloo, 2002. Numerical solutions of fuzzy differential equations by Taylor method. Comput. Methods Applied Math., 2: 113-124.
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169. Abbasbandy, S. and T.A. Viranloo, 2002. Numerical solution of fuzzy differential equation. Math. Comput. Applic., 7: 41-52.
170. Abbasbandy, S. and T.A. Viranlou, 2001. Numerical solution of fuzzy differential equation by Runge-Kutta method of order 2. J. Sci. (Islamic Azad Univ.), 11: 3176-3188.