# Publications

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Numerical solutions of direct and inverse problems for a time fractional elastoplasticity equation. ASCE Journal of Engineering Mechanics. Submitted.

. Tikhonov regularization method for a backward problem for the inhomogeneous time-fractional diffusion equation. Applicable Analysis. Submitted.

. Analysis of direct and inverse problems for a fractional elastoplasticity model. FILOMAT. In Press.

. An inverse problem for a nonlinear diffusion equation with time-fractional derivative. Journal of Inverse and Ill-posed problems. In Press.

. Simultaneous determination of the strain hardening exponent, the shear modulus and the yield stress in an inverse problem. 2016;40 (2016)(2016):6956–6968.

. Simultaneous inversion for the exponents of the fractional time and space derivatives in the space-time fractional diffusion equation. Applicable Analysis. 2016;95 (2016)(2016):1-23.

. Determination of an unknown source term in a spaceDtime fractional diffusion equation. Journal of Fractional Calculus and Applications (JFCA). 2015;6 (2015)(6):94D101.

. An inverse coefficient problem for a nonlinear reaction diffusion equation with a nonlinear source. EJDE. 2015;245 (2015)(2015):1-10.

. An inverse source problem for a one dimensional space-time fractional diffusion equation. Applicable Analysis. 2015;94(11)(2015):2233-2244.

. Structural stability for the Morris-Lecar neuron model. , Applied Mathematics and Computation. 2015;270(2015):261-268.

. Identification of the density dependent coefficient in an inverse reactionD diffusion problem from a single boundary data. Electronic Journal of Differential Equations. 2014;21 (2014)(21):1D14.

. A modification of the semiDanalytic inversion method: Determination of the yield stress and a comparison with the parametrization algorithm. Inverse Problems in Science and Engineering. 2014;22 (2014)(22):543D556.

. Numerical solution of the nonlinear evolutional inverse problem related to elastoplastic torsional problem. Applicable Analysis. 2014;93 (2014)(93):1187D1200.

. Existence and uniqueness for a nonlinear inverse reactionDdiffusion problem with a nonlinear source in higher dimensions. Mathematical Methods in the Applied Sciences. 2013;36 (2013)(36):2397D 2402.

. Monotonicity of inputDoutput mapping related to inverse elastoplastic torsional problem. Applied Mathematical Modeling. 2013;37 (2013)(37):9552D9561.

. Numerical solution of the nonlinear parabolic problem related to inverse elastoplastic torsional problem. Inverse Problems in Science and Engineering. 2013;21 (2013)(21):52D62.

. QuasiDsolution approach for a two dimensional nonlinear inverse diffusion problem. Applied Mathematics and Computation. 2013;219 (2013)(219):10956D10960.

. A uniqueness result in an inverse problem for a spaceDtime fractional diffusion equation. Electronic Journal of Differential Equations (EJDE). 2013;258 (2013)(258):1D9.

. Analytical solutions of a class of inverse coefficients problems. Applied Mathematics Letters. 2012;25 (2012)(25):2391D2395.

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