[1] S.H. Behiry, Solution of
nonlinear Fredholm integro-differential equations using a hybrid of block pulse
functions and normalized Bernstein polynomials, J. of Comput. & Appl. Math.,Vol.
260, pp 258–265, (2014), http://d x.doi.org/10.101
6/j.cam. 2013 .09.036.
[2] S. H.
Behiry, Nonlinear Integro-differential Equations by Differential
Transform Method with Adomian Polynomials, Math. Sci. Lett., Vol. 2, pp
209-221, (2013), http://dx.doi.org/10.12785/msl/020310.
[3] S. H.
Behiry, Numerical solution of nonlinear Fredholm integro differential
equations by hybrid of block-pulse functions and normalized Bernstein
polynomials, Abstract and Applied Analysis, Vol. 13, pp 1-8, (2013), http://dx.doi.org/10.1155/2013/416757.
[4] S. H. Behiry, Nonlinear
integro-differential equations by differential transform method with Adomian
polynomials, Aust. J. Basic & Appl. Sci., Vol.7, pp 128-139, (2013).
[5] S. H. Behiry, Differential
transform method for nonlinear initial-value problems by Adomian polynomials, J.
Appl. Comput. Math., Vol. 1, pp 1-6 (2012), http://dx.doi.org/10.4172/jacm.1000109.
[6] S. H. Behiry and Saied I. Mohamed, Solving
high-order nonlinear Volterra-Fredholm integro-differential equations by
differential transform method, Natural Science, Vol. 4, pp 581-587, (2012), http://doi:10.4236/ns.2012.48077.
[7] S.H. Behiry, R.A. Abd-Elmonem,
A.M. Gomaa, Discrete Adomian decomposition solution of nonlinear Fredholm integral
equation, Ain Shams Engineering Journal, Vol.
1, pp 97-101, (2010).
[8] A. M. A.
El-Sayed, S. H. Behiry and W. E. Raslan, Adomian’s
decomposition method for solving an intermediate fractional
advection-dispersion equation, J. of Computer and Mathematics with Applications, Vol. 59, pp 1759-1765, (2010).
[9] A. M. A.
El-Sayed, S. H. Behiry and W. E. Raslan, A numerical algorithm for the
solution of an intermediate fractional advection dispersion equation, Commun
Nonlinear Sci Numer Simulat, Vol. 15, pp 1253-1258, (2010).
[10]H. Hashish, S.
H. Behiry and A. Elsaid, Solving the
2-D heat equations using wavelet-Galerkin method with variable time step, J. of
Applied Mathematics and Computation, Vol. 213, pp. 209-215, (2009).
[11]H. Hashish, S.
H. Behiry and N. A. El-Shamy, Numerical integration using wavelets, J. of
Applied Mathematics and Computation, Vol. 211, pp. 480-487, (2009).
[12]M. I. Hassan,
S. H. Behiry, H. Hashish and E.A. Sayed, Wavelet Galerkin procedure for
Stefan problem, Sci. Bull. Fac. Eng.
Ain Shams Univ., Vol. 1, No.1, pp. 1-8, (2008).
[13]H. Hashish, S.
H. Behiry and N. A. El-Shamy, Numerical integration using wavelets, Sixth
International Engineering Conference, Faculty of Engineering, Mansoura
University, Mansoura/Sharm El-Sheikh, 18-23 March (2008).
[14]S. H. Behiry, H. Hashish, R. A. Abd-Elmonem and
A. M. Gomaa, Discrete Adomian decomposition solution of nonlinear Fredholm
integral equations, Sixth International Engineering Conference, Faculty of
Engineering, Mansoura University, Mansoura/Sharm El-Sheikh, 18-23 March (2008).
[15]S. H. Behiry, I. L. El-Kalla, H. Hashish and A.
Alsaid, A new algorithm for the decomposition solution of nonlinear
differential equations, J. of Computer and Mathematics with Applications,
Vol. 54, pp. 459-466, (2007) .
[16]H. Hashish, S.
H. Behiry and M. Fahmy, Solving coupled partial differential equations by
wavelet Galerkin method, Sci. Bull. Fac. Eng. Ain Shams Univ., Vol. 41, No.
4, pp. 721-734, (2006).
[17]S. H. Behiry, I. L. El-Kalla and S. A. El-Morsy,
Numerical implementation of Adomian method for nonlinear Volterra
integro-differential equations, Fifth International Engineering Conference,
Faculty of Engineering, Mansoura University, Mansoura/Sharm El-Sheikh, 27-31
March (2006).
[18]S. H. Behiry, H. Hashish and A. M. Abdullah, Wavelet-Galerkin
method for solving nonhomogenous two-dimensional heat equations, Forth
International Engineering Conference, Faculty of Engineering, Mansoura
University, Mansoura/Sharm El-Sheikh, 20-22 April (2004).
[19]H. Hashish, S.
H. Behiry and A. M. Abdullah, Wavelet-Galerkin
method for solving two-dimensional convection-diffusion problems with variable
coefficients, Forth International Engineering Conference, Faculty of
Engineering, Mansoura University, Mansoura/Sharm El-Sheikh, 20-22 April (2004).
[20]Mohamed El-Gamel,
S. H. Behiry and H. Hashish, Numerical method for the solution of
special nonlinear fourth-order boundary value problems, J. of Applied
Mathematics and Computation, Vol. 145, No 2, pp. 717-734, (2003).
[21]H. Hashish, S.
H. Behiry and B. Abdel-Hamid, A Wavelet-Galerkin solution for the backward
heat conduction equations, Int. J. of Applied Mathematics, Vol. 11, No. 2, pp.
197-207, (2002).
[22]S. H. Behiry and H. Hashish “Wavelet methods for the numerical solution
of Fredholm integro-differential equations” Int. J. of Applied Mathematics,
Vol. 11, No. 1, pp. 27-35, (2002).
[23]H. Hashish and S.
H. Behiry “A comparison between the Wavelet-Galerkin and the Sinc-Galerkin
methods for solving parabolic partial differential equations” Int. J. of
Differential Equations and Applications, Vol. 6, No. 3, pp. 269-281, (2002).
[24]S. H. Behiry, A Wavelet-Galerkin method for
inhomogeneous diffusion equations subject to mass specification, J. Phys. A:
Math. Gen., Vol. 35, pp. 9745-9753, (2002).
[25]S. H. Behiry and H. Hashish, Comparison of a
Wavelet-Galerkin procedure with a Crank-Nicolson-Galerkin procedure for the
diffusion equation subject to the specification of mass, Int. J. of
Differential Equations and Applications, Vol. 6, No. 2, pp. 197-207, (2002).
[26]S. H. Behiry, H. Hashish and F.W. Zaki, Linear
prediction in wavelet domain, Int. J. of Sampling Theory in Signal and Image
Processing, Vol. 1, No. 1, pp. 63-75, (2002).
[27]S. H. Behiry, A sinc collocation interpolation
method for Fredholm integro-differential equations, Sci. Bull. Fac. Eng. Ain Shams
Univ., Vol. 36, No. 4, pp. 699-705, (2001).
[28]S. H. Behiry, H. Hashish and A. M. Gomaa, Fast
algorithms for computing bounded interval connection coefficients, Sci. Bull.
Fac. Eng.
Ain Shams Univ., Vol. 36, No. 4, pp. 707-726, (2001).
[29]H. Hashish, S.
H. Behiry and F. W. Zaki, Wavelet transform and applications to speech
compression, Journal of Engineering and Applied Science, Faculty of Engineering
Cairo University, Vol. 48, No. 2, pp. 219-230, (2001).
[30]F. W. Zaki, H.
Hashish, and S. H. Behiry, Speech comperssion using wavelet transform,
Radio science Conference. NRSC 2001. Proceedings of the Eighteenth National,
Vol. 2, pp. 467-474, (2001).
[31]S. H. Behiry, Diagonalization of an integral
operator with a certain weakly singular kernel, Alexandria Engineering Journal,
Vol. 37, No. 6, pp. D103-D105, (1998).
[32]S. H. Behiry, B. Abdel-Hamid and M. M. Helal, A
good approximate solution of heat conduction equations in cylindrical
coordinates composite media, Mansoura Engineering Journal (MEJ), Vol. 23, No.
2, pp. P.1-P.10, (1998).
[33]S. H. Behiry, Manipulating the nonlinearty of
heat conduction problem using finite integral transform, Second Scientific
Engineering conference, Faculty of Engineering, Mansoura University, Conference
Proceeding Vol. IV, (1997).
[34]S. H. Behiry, Approximate analytic solutions of
nonlinear heat conduction problems in cylindrical coordinates, Alexandria
Engineering Journal, Vol. 36, No. 2, pp 31-36, (1997).
[35]S. H. Behiry, A. E. Hussien and A. Ebrahim, An
integral equation method for solving non-linear heat diffusion problem, Journal
of Engineering and Applied Science, Faculty of Engineering Cairo University,
Vol. 43, No. 6, pp 1107-1113, (1996).
[36]G. M. Attia and S.
H. Behiry, A numerical solution of integral equations with a logarithmic
kernel by product and Gauss-Legendre methods, Mansoura Engineering Journal
(MEJ), Vol. 20, No. 3, pp 1-6, (1995).
[37]M. M. Saleh, S.
H. Behiry and I. L. El-Kalla, Stochastic Laplace equation with random
boundary conditions, First Engineering Conference-Mansoura-Egypt, Conference
Proceeding Vol. I, pp 445-450, (1995).
[38]S. H. Behiry, On transformation operator for
differential equations of high order, Advances in Modelling & Analysis,
Vol. 27, No.3, pp 27-35, (1995).
[39]Ahmed A. Ashry, S.
H. Behiry and Mousa El Bisy, New approach for predicting rectangular and
square tube settlers length, Mansoura Engineering Journal (MEJ), Vol. 19, No.
4, pp 10-16, (1994).
[40]Ahmed A. Ashry, S.
H. Behiry and Mousa EL Bisy, Velocity profiles in the transition length of
a rectangular tube, Mansoura Engineering Journal (MEJ), Vol. 19, No. 3, pp 1-7,
(1994).