**[1]**
S. S. Alzahrani, A. Q. M. Khaliq, T. A. Biala, K. M. Furati,
Fourth-order time stepping methods with matrix transfer techniques for
space-fractional reaction-diffusion equations, *Applied Numerical
Mathematics*, vol. 146, pp. 123-144, 2019.

**[2]**
H. P. Bhatt, A. Q. M. Khaliq, and K. M. Furati, Efficient high-order
compact exponential time differencing method for space-fractional
reaction-diffusion systems with nonhomogeneous boundary conditions, *
Numerical Algorithms,* 2019.

**[3]**
Ahmad M. Ahmad, Khaled M. Furati, Nasser-Eddine Tatar, “Boundedness
and power-type decay of solutions for a class of generalized fractional
Langevin equations,” *Arabian Journal of Mathematics*, vol 8:79-94,
2019.

**[4]**
K. M. Furati, M. Yousuf, and A. Q. M. Khaliq, "Fourth order methods
for space fractional systems of reaction-diffusion equations with nonsmooth
data," *International Journal of Computer Mathematics*, vol. 95, no.
6-7, pp. 1240-1256, 2018.

**[5]**
O. S. Iyiola, E. O. Asante-Asamani, K. M. Furati, A. Q. M. Khaliq, and
B. A. Wade, "Efficient time discretization scheme for nonlinear space
fractional reaction-diffusion equations," *International Journal of
Computer Mathematics*, vol. 95, no. 6-7, pp. 1274-1291, 2018.

**[6]**
A. Q. M. Khaliq, T. A. Biala, S. S. Alzahrani, and K. M. Furati,
"Linearly implicit predictor-corrector methods for space-fractional
reaction-diffusion equations with non-smooth initial data," *Computers &
Mathematics with Applications*, vol 75, 2629-2657, 2018.

**[7]**
Ahmad M. Ahmad, Khaled M. Furati, Nasser-Eddine Tatar, “Asymptotic
Behavior of Solutions for a Class of Fractional Integro-differential
Equations,” *Mediterranean Journal
of Mathematics*, vol 15:188, 2018

**[8]**
M. Kassim, K. M. Furati, and N. M. Tatar, "Non-existence of global
solutions for a fractional differential problem,” *Journal of
Computational and Applied Mathematics*, vol. 314, pp. 61-68, 2017.

**[9]**
M. Kassim, K. M. Furati, and N. M. Tatar, "Non-existence for
fractionally damped fractional differential problems," *Acta Mathematica
Scientia*, vol 37, no. 1, 2017.

**[10]**
Furati, K. M., O. S. Iyiola, and K. Mustapha, "An inverse source
problem for a two-parameter anomalous diffusion with local time datum," *
Computers & Mathematics with Applications*, 2017. vol. 73, pp. 1008-1015,
2017.

**[11]**
A. M. Khaliq, X. Liang, and K. M. Furati, "A fourth-order
implicit-explicit scheme for the space fractional nonlinear Schrodinger
equations," *Numerical Algorithms*, vol. 75, pp. 147-172, 2017.

**[12]**
M. M. Ahmad, K. M. Furati, and N. M. Tatar, "On the nonexistence of
global solutions for a class of fractional integro-differential problem," *Advances
in Difference Equations*, vol. 2017, pp. 59, 2017.

**[13]**
M. M. Ahmad, K. M. Furati, and N. M. Tatar, "Asymptotic power type
behavior of solutions to a nonlinear fractional integro-differential
equation," *Electronic Journal of Differential Equations*, vol. 2017,
no. 134, pp. 1-16, 2017.

**[14]**
X. Liang, A. M. Khaliq, H. Bhatt, and K. M. Furati, "The locally
extrapolated exponential splitting scheme for multi-dimensional nonlinear
space-fractional Schrodinger equations," *Numerical Algorithms*, vol.
76, pp. 939-958, 2017.

**[15]**
M. Kassim, K. M. Furati, and N. M. Tatar, Asymptotic Behavior of
Solutions to Nonlinear Fractional Differential Equations, *Mathematical
Modelling and Analysis*, 2016. 21(5):610-629, 2016.

**[16]**
K. A. Mustapha, B. S. Abdallah, K. M. Furati, and M. Nour, A
discontinuous Galerkin method for time fractional diffusion equations with
variable coefficients, *Numerical Algorithms*, vol. 73, no. 2, pp.
517-534, 2016.

**[17]**
M. Kassim, K. M. Furati, and N. M. Tatar, "Asymptotic behavior of
solutions for a nonlinear initial value fractional differential problem,” *
Electronic Journal of Differential Equations*, vol 2016, no. 291, pp.
1-14, 2016.

**[18]**
Mustapha, K. A., B. S. Abdallah, and K. M. Furati, A discontinuous
Petrov-Galerkin method for time-fractional diffusion equations, *SIAM
Journal on Numerical Analysis*, vol. 52, no. 5, pp. 2512-2529, 2014.

**[19]**
Furati, K. M., O. S. Iyiola, and M. Kirane, An inverse problem for a
generalized fractional diffusion, *Applied Mathematics and Computation*,
vol. 249, pp. 24-31, 2014.

**[20]**
K. M. Furati, Bounds on the solution of a Cauchy-type problem
involving a weighted sequential fractional derivative, *Fractional
Calculus & Applied Analysis*, 16(1):171-188, 2013.

**[21]**
A. Al-Jaser and K. M. Furati. Inequalities for
integro-differential equations involving derivatives of order between zero
and two, *Applied Mathematics and Computation*, 221:535-546, 2013.

**[22]**
K. M. Furati. A Cauchy-type problem involving a weighted
fractional derivative in the space of integrable functions.
*Computers and Mathematics with Applications,* 66:883-891, 2013.

**[23]**
Furati, K. M., M. Kassim, and N. M. Tatar. Non-existence
of global solutions for a differential equation involving Hilfer fractional
derivative, *Electronic Journal of Differential Equations*, vol. 2013,
no. 235, pp. 1-10, 2013.

**[24]** K.
M. Furati, M. D. Kassim and N.e-. Tatar. Existence and
Uniqueness for a problem involving Hilfer fractional derivative.
*Computers and Mathematics with Applications,* 64: 1616-1626,
2012.

**[25]**
K. M. Furati. A Cauchy-type problem with a sequential
fractional derivative in the space of continuous functions.
*Boundary Value Problem,* vol. 2012:58, 14 pages, 2012.

**[26]**
M. D. Qassim, K. M. Furati, and N.-E. Tatar. On a Differential
Equation Involving Hilfer-Hadamard Fractional Derivative, *Abstract and
Applied Analysis*, vol. 2012, Article ID 391062, 17 pages, 2012.

**[27]**
K. M. Furati. A fractional differential inequality with application.
*Nonlinear Analysis TMA*, 74(13):4330-4337, September 2011.

**[28]** A.
Al-Jaser and K. M. Furati, Singular fractional integro-differential
inequalities and applications, *Journal of Inequalities and Applications,
*2011:110, 2011

**[29]**
M. A. El-Gebeily, K. M. Furati, and Donal O'Regan. The finite
element-Galerkin method for singular self-adjoint differential equations.
*Journal of Computational and Applied Mathematics*, 223(2):735-752,
January 2009.

**[30]**
M. A. El-Gebeily, K. M. Furati, Donal O'Regan, and Ravi Agarwal. On the
approximation of nonlinear singular self-adjoint second order boundary value
problems. *Journal of Computational and Applied Mathematics*,
224(1):360-372, February 2009.

**[31]**
K. M. Furati and N. e Tatar. Inequalities for fractional differential
equations. *Mathematical Inequalities & Applications*, 12(2):279-293,
April 2009.

**[32]**
K. M. Furati and M. Kirane. Necessary conditions for the existence of global
solutions to systems of fractional differential equations. *Fractional
Calculus & Applied Analysis*, 11(3):281-298, 2008.

**[33]**
K. M. Furati and N.-e. Tatar. Long time behavior for a nonlinear
fractional model. *Journal of Mathematical Analysis and Applications*,
332:441-454, 2007.

**[34]**
B. S. Attili, K. M. Furati, and M. I. Syam. An Efficient Implicit
Runge-Kutta Method for Second Order Systems. *Applied Mathematics and
Computation*, 178(2):229-238, 2006.

**[35]**
K. M. Furati and N. e. Tatar. Some fractional differential inequalities and
their applications. *Mathematical Inequalities & Applications*,
9(4):577-598, 2006.

**[36]**
Khaled M. Furati, Hattan Tawfiq, and Abul Hasan Siddiqi. Simulation and
visualization of safing sensor. *American Journal of Applied Sciences*,
2(8):1261-1265, 2005.

**[37]**
K. M. Furati and A. H. Siddiqi. Fast algorithms for the Bean critical-state
model for superconductivity. *Numerical Functional Analysis and
Optimization*, 26(2):177-192, 2005.

**[38]**
K. M. Furati and A. H. Siddiqi. Parallel algorithms for quasi-variational
inequality arising in type-II superconductivity model. *Numerical
Functional Analysis and Optimization*, 26(2):193-204, 2005.

**[39]**
Khaled M. Furati and Nasser eddine Tatar. Power-type estimates for a
nonlinear fractional differential equation. *Nonlinear Analysis*,
62:1025 - 1036, 2005.

**[40]** K.
M. Furati and N.-e. Tatar. Uniform boundedness and stability for a
viscoelastic problem. *Applied Mathematics and Computation*,
167:1211-1220, 2005.

**[41]**
K. M. Furati and N.-e. Tatar. Behaviour of solutions for a weighted
Cauchy-type fractional differential problem. *Journal of Fractional
Calculus*, 28:23-42, 2005.

**[42]**
M. A. El-Gebeily and K. M. Furati. Real self-adjoint Sturm-Liouville
problems. *Applicable Analysis*, 83(4), 377-387 2004.

**[43]**
K.M. Furati, Mokhtar Kirane, and N. e. Tatar. Existence and asymptotic
behavior for a convection problem. *Nonlinear Analysis*,
59(3):407-424, 2004.

**[44]**
K.M. Furati and N. e. Tatar. An existence result for a nonlocal fractional
differential problem. *Journal of Fractional Calculus*, 26:43-51,
2004.

**[45]**
K. M. Furati. A model for simulating frequency conversion in nonlinear
optical media. *Journal of Computational Methods in Sciences and
Engineering*, 3(1):99-107, 2003.

**[46]**
K. M. Furati and M. A. El-Gebeily. Regular approximation of singular second
order differential expressions. *Journal of Mathematical Analysis and
Applications*, 283:100-113, 2003.

**[47]**
H. T. Banks, K. M. Furati, K. Ito, N. S. Luke, and C. J. Smith. Acoustic
attenuation employing variable wall admittance. *Lecture Notes in Control
and Information Sciences*, 286:15-26, 2003.

**[48]**
K. M. Furati, M. A. Alsunaidi, and H. M. Masoudi. Simulation of beam
propagation in second-order nonlinear optical media. *Microwave and
Optical Technology Letters*, 32(4):312-316, 2002.

**[49]**
K. M. Furati and M. A. El-Gebeily. A higher order method for nonlinear
singular two-point boundary valued problems. *International Journal of
Mathematics and Mathematical Sciences*, 30(5):257-269, 2002.

**[50]**
H. T. Banks, D. G. Cole, K. M. Furati, K. Ito, and G. A. Pinter. A
computational model for sound field absorption by acoustic arrays. *
Journal of Intelligent Material Systems and Structures*, 13(4):231-240,
2002.

**[51]**
K. M. Furati, M. A. Alsunaidi, and H. M. Masoudi. An explicit finite
difference scheme for wave propagation in nonlinear optical structures. *
Applied Mathematics Letters*, 14(3):297-302, 2001.

**[52]**
M. A. El-Gebeily and K. M. Furati. On the completeness of the set of
eigenvectors of a certain class of self-adjoint finite difference operators.
*IMA Journal of Applied Mathematics*, 65(1):29-43, 2000.

**[53]**
K. M. Furati. History effects on oil recovery efficiency. *Journal of
Petroleum Science and Engineering*, 19:295-308, 1998.

**[54]**
K. M. Furati. Effects of relative permeability history dependence on
two-phase flow in porous media. *Transport in Porous Media*,
28:181-203, 1997.