Zehra Pınar İzgi
Zehra Pınar İzgi
Mathematics, Assoc. Prof. Dr., Namık Kemal Üniversitesi
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Novel explicit solutions for the nonlinear Zoomeron equation by using newly extended direct algebraic technique
W Gao, H Rezazadeh, Z Pinar, HM Baskonus, S Sarwar, G Yel
Optical and Quantum Electronics 52, 1-13, 2020
Tuning algorithms for fractional order internal model controllers for time delay processes
CI Muresan, A Dutta, EH Dulf, Z Pinar, A Maxim, CM Ionescu
International Journal of Control 89 (3), 579-593, 2016
Generalized logistic equation method for Kerr law and dual power law Schrödinger equations
Z Pinar, H Rezazadeh, M Eslami
Optical and Quantum Electronics 52, 1-16, 2020
A note on the fractional hyperbolic differential and difference equations
A Ashyralyev, F Dal, Z Pınar
Applied Mathematics and Computation 217 (9), 4654-4664, 2011
An observation on the periodic solutions to nonlinear physical models by means of the auxiliary equation with a sixth-degree nonlinear term
Z Pınar, T Öziş
Communications in Nonlinear Science and Numerical Simulation 18 (8), 2177-2187, 2013
On the numerical solution of fractional hyperbolic partial differential equations
A Ashyralyev, F Dal, Z Pinar
Mathematical Problems in Engineering 2009, 2009
Exact solutions for the third-order dispersive-Fisher equations
Z Pinar, H Kocak
Nonlinear Dynamics 91, 421-426, 2018
The Periodic Solutions to Kawahara Equation by Means of the Auxiliary Equation with a Sixth-Degree Nonlinear Term
Z Pınar, T Öziş
Journal of Mathematics 2013, 2013
On solutions of the fifth-order dispersive equations with porous medium type non-linearity
H Kocak, Z Pinar
Waves in Random and Complex Media 28 (3), 516-522, 2018
Observations on the class of “balancing principle” for nonlinear PDEs that can be treated by the auxiliary equation method
Z Pınar, T Öziş
Nonlinear Analysis: Real World Applications 23, 9-16, 2015
Classical symmetry analysis and exact solutions for generalized Korteweg–de Vries models with variable coefficients
Z Pınar, T Ozis
International Journal of Non-Linear Mechanics 105, 99-104, 2018
Analytical solution of population balance equation involving aggregation and breakage in terms of auxiliary equation method
Z Pinar, A Dutta, G Bény, T Öziş
Pramana 84, 9-21, 2015
Analytical studies for the Boiti–Leon–Monna–Pempinelli equations with variable and constant coefficients
Z Pinar
Asymptotic Analysis 117 (3-4), 279-287, 2020
A remark on a variable-coefficient Bernoulli equation based on auxiliary-equation method for nonlinear physical systems
Z Pinar, T Ozis
arXiv preprint arXiv:1511.02154, 2015
Analytical solution of population balance equation involving growth, nucleation and aggregation in terms of auxiliary equation method
Z Pinar, A Dutta, G Bény, T Özisş
Applied Mathematics and Information Sciences 9 (5), 2467-2475, 2015
On the explicit solutions of fractional Bagley-Torvik equation arises in engineering
Z Pinar
An International Journal of Optimization and Control: Theories …, 2019
Analytical solutions of some nonlinear fractional‐order differential equations by different methods
M Odabasi, Z Pinar, H Kocak
Mathematical Methods in the Applied Sciences 44 (9), 7526-7537, 2021
Population balances involving aggregation and breakage through homotopy approaches
A Dutta, Z Pınar, D Constales, T Öziş
International Journal of Chemical Reactor Engineering 16 (6), 2018
Solution behaviors in coupled Schrödinger equations with full-modulated nonlinearities
Z Pınar, E Deliktaş
AIP Conference Proceedings 1815 (1), 080019, 2017
Analytical study on the balancing principle for the nonlinear Klein–Gordon equation with a fractional power potential
Z Pinar
Journal of King Saud University-Science 32 (3), 2190-2194, 2020
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