1. Smadi, M.A., A. Freihat, H. Khalil, S. Momani and R.A. Khan, 2017. Numerical multistep approach for solving fractional partial differential equations. Int. J. Comput. Methods, 14: 1-15.
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2. Smadi, M.A., A. Freihat, M.A. Hammad, S. Momani and O.A. Arqub, 2016. Analytical approximations of partial differential equations of fractional order with multistep approach. J. Comput. Theor. Nanosci., 13: 7793-7801.
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3. Saadeh, R., M.A. Smadi, G. Gumah, H. Khalil and R.A. Khan, 2016. Numerical investigation for solving two-point fuzzy boundary value problems by reproducing kernel approach. Applied Math. Inf. Sci., 10: 1-13.
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4. Moaddy, K., A. Freihat, M.A. Smadi, E. Abuteen and I. Hashim, 2016. Numerical investigation for handling fractional-order Rabinovich–Fabrikant model using the multistep approach. Soft Comput., 2016: 1-10.
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5. Komashynska, I., M.A. Smadi, A. Ateiwi and S. Al-Obaidy, 2016. Approximate analytical solution by residual power series method for system of fredholm integral equations. Applied Math. Inf. Sci., 10: 975-985.
6. Komashynska, I., M.A. Smadi, A. Ateiwi and A.A. damat, 2016. An oscillation of the solution for a nonlinear second-order stochastic differential equation. J. Comput. Anal. Appl., 20: 860-868.
7. Khalil, H., M.A. Smadi, K. Moaddy, R.A. Khan and I. Hashim, 2016. Toward the approximate solution of fractional order nonlinear mixed derivative and nonlocal boundary value problems. Discrete Dyn. Nat. Soc., Vol. 2016. .
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8. Gumah, G., K. Moaddy, M.A. Smadi and I. Hashim, 2016. Solutions of uncertain volterra integral equations by fitted reproducing kernel hilbert space method. J. Funct. Spaces,Vol. 2016. .
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9. Freihat, A., R.A. Gdairi, H. Khalil, E. Abuteen, M. Al-Smadi and R.A. Khan, 2016. Fitted reproducing kernel method for solving a class of third-order periodic boundary value problems. Am. J. Applied Sci., 13: 501-510.
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10. Bushnaq, S., M. Banan, M. Shaher, A.A. Omar, M. Al- Smadi and A. Ahmed, 2016. Analytical simulation of singular second-order, three points BVPs for Fredholm operator using computational kernel algorithm. J. Comput. Theor. Nanosci., 13: 7816-7824.
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11. Arqub, O.A., M. Al-Smadi, M. Shaher and H. Tasawar, 2016. Numerical solutions of fuzzy differential equations using reproducing kernel hilbert space method. Soft Comput., 20: 3283-3302.
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12. Arqub, O.A., M. Al-Smadi, M. Shaher and H. Tasawar, 2016. Application of reproducing kernel algorithm for solving second-order, two-point fuzzy boundary value problems. Soft Comput., 2016: 1-16.
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13. Ahmad, M., M. Shaher, A.A. Omar, M. Al-Smadi and A. Ahmed, 2016. An efficient computational method for handling singular second-order, three points Volterra integrodifferenital equations. J. Comput. Theor. Nanosci., 13: 7807-7815.
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14. Abuteen, E., A. Freihat, M.A. Smadi, H. Khalil and R.A. Khan, 2016. Approximate series solution of nonlinear, time fractional-order klein-gordon equations using fractional reduced differential transform method. J. Math. Stat., 12: 23-33.
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15. AL-Smadi, M., A.A. Omar, S. Nabil and M. Shaher, 2016. Numerical investigations for systems of second-order periodic boundary value problems using reproducing kernel method. Appl. Math. Comput., 291: 137-148.
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16. Smadi, M.A., A. Freihat, O.A. Arqub and N. Shawagfeh, 2015. A novel multistep generalized differential transform method for solving fractional-order Lu Chaotic and hyperchaotic systems. J. Comput. Anal. Appl., 19: 713-724.
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17. Moaddy, K., M.A. Smadi and I. Hashim, 2015. A novel representation of the exact solution for differential algebraic equations system using residual power-series method. Discrete Dyn. Nat. Soc., Vol. 2015. 10.1155/2015/205207.
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18. Komashynska, I., M. Al-Smadi, A.A. Omar and M. Shaher, 2015. An efficient analytical method for solving singular initial value problems of nonlinear systems. Appl. Math. Inf. Sci., 10: 647-656.
19. Khalil, H., R.A. Khan, M.A. Smadi, A. Freihat and N. Shawagfeh, 2015. New operational matrix for shifted legendre polynomials and fractional differential equations with variable coefficients. Punjab Univ. J. Math., 47: 81-103.
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20. Khalil, H., R.A. Khan, M.A. Smadi and A. Freihat, 2015. Approximation of solution of time fractional order three-dimensional heat conduction problems with Jacobi Polynomials. Punjab Univ. J. Math., 47: 35-56.
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21. Khalil, H., R.A. Khan, M.A. Smadi and A. Freihat, 2015. A generalized algorithm based on Legendre polynomials for numerical solutions of coupled system of fractional order differential equations. J. Fractional Calculus Appl., 6: 123-143.
22. Gdairi, R.A., M.A. Smadi and G. Gumah, 2015. An expansion iterative technique for handling fractional differential equations using fractional power series scheme. J. Math. Stat., 11: 29-38.
23. El-Ajou, A., A.A. Omar and M. Al-Smadi, 2015. A general form of the generalized Taylor`s formula with some applications. Appl. Math. Comput., 256: 851-859.
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24. Smadi, M.A. and G. Gumah, 2014. On the homotopy analysis method for fractional SEIR epidemic model. Res. J. Applied Sci. Eng. Technol., 7: 3809-3820.
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25. Momani, S., A. Freihat and M.A. Smadi, 2014. Analytical study of fractional-order multiple chaotic FitzHugh-Nagumo neurons model using multi-step generalized differential transform method. Abstr. Applied Anal., Vol. 2014. .
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26. M. Al-Smadi, A.A. Omar and A. El-Ajou, 2014. A numerical iterative method for solving systems of first-order periodic boundary value problems. J. Appl. Math., 10.1155/2014/135465.
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27. Komashynska, I., M.A. Smadi, A.A. Habahbeh and A. Ateiwi, 2014. Analytical approximate solutions of systems of multi-pantograph delay differential equations using residual power-series method. Austr. J. Basic Applied Sci., 8: 664-675.
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28. Komashynska, I. and M.A. Smadi, 2014. Iterative reproducing kernel method for solving second-order integrodifferential equations of fredholm type. J. Applied Math., Vol. 2014. .
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29. Gumah, G., A. Freihat, M.A. Smadi, R.B. Ata and M. Ababneh, 2014. A reliable computational method for solving first-order periodic BVPs of fredholm integro-differential equations. Austr. J. Basic Applied Sci., 8: 462-474.
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30. Arqub, O.A and M. Al-Smadi, 2014. Numerical algorithm for solving two-point, second-order periodic boundary value problems for mixed integro-differential equations. Appl. Math. Comput., 243: 911-922.
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31. Smadi, M.A., 2013. Solving initial value problems by residual power series method. Theor. Math. Appl., 3: 199-210.
32. Smadi, M.A. and Z. Altawallbeh, 2013. Solution of system of fredholm integro-differential equations by RKHS method. Int. J. Contemp. Math. Sci., 8: 531-540.
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33. Gdairi, R.A. and M.A. Smadi, 2013. An efficient computational method for 4th-Order boundary value problems of fredholm IDEs. Applied Math. Sci., 7: 4761-4774.
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34. Freihat, A. and M.A. Smadi, 2013. A new reliable algorithm using the generalized differential transform method for the numeric-analytic solution of fractional-order Liu chaotica and hyperchaotic systems. Pensee J., 75: 263-276.
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35. Arqub, O.A., M. Al-Smadi and S. Nabil, 2013. Solving Fredholm integro-differential equations using reproducing kernel Hilbert space method. Appl. Math. Comput., 219: 8938-8948.
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36. Altawallbeh, Z., M.A. Smadi and R.A. Gdairi, 2013. Approximate solution of Second-Order integrodifferntial equation of volterra type in RKHS method. Int. J. Math. Anal., 7: 2145-2160.
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37. Al-Smadi, M., A.A. Omar and M. Shaher, 2013. A computational method for two-point boundary value problems of fourth-order mixed integrodifferential equations. Math. Prob. Eng., 10.1155/2013/832074.
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38. Smadi, M.A., O.A. Arqub and N. Shawagfeh, 2012. Approximate solution of BVPs for 4th-Order IDEs by using RKHS method. Applied Math. Sci., 6: 2453-2464.
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39. Arqub, O.A., M. Al-Smadi and M. Shaher, 2012. Application of reproducing kernel method for solving nonlinear Fredholm-Volterra integrodifferential equations. Abstr. Appl. Anal., 10.1155/2012/839836.
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