A. Esen

	2010
12		S. Kutluay, A. Esen, O. Tasbozan: The (G'/G)-expansion method for some nonlinear evolution equations. Applied Mathematics and Computation 217(1): 384-391 (2010)
	2006
11		A. Esen, S. Kutluay: Application of a lumped Galerkin method to the regularized long wave equation. Applied Mathematics and Computation 174(2): 833-845 (2006)
10		A. Esen, S. Kutluay: A linearized implicit finite-difference method for solving the equal width wave equation. Int. J. Comput. Math. 83(3): 319-330 (2006)
9		A. Esen: A lumped Galerkin method for the numerical solution of the modified equal-width wave equation using quadratic B-splines. Int. J. Comput. Math. 83(5&6): 449-459 (2006)
	2005
8		S. Kutluay, A. Esen: Finite element solution of the thermistor problem with a ramp electrical conductivity. Applied Mathematics and Computation 161(3): 897-913 (2005)
7		S. Kutluay, A. Esen: Numerical solutions of the thermistor problem by spline finite elements. Applied Mathematics and Computation 162(1): 475-489 (2005)
6		S. Kutluay, A. Esen: Finite element approaches to the PTC thermistor problem. Applied Mathematics and Computation 163(1): 147-162 (2005)
5		T. Özis, A. Esen, S. Kutluay: Numerical solution of Burgers' equation by quadratic B-spline finite elements. Applied Mathematics and Computation 165(1): 237-249 (2005)
4		A. Esen: A numerical solution of the equal width wave equation by a lumped Galerkin method. Applied Mathematics and Computation 168(1): 270-282 (2005)
	2004
3		S. Kutluay, A. Esen: A linearized numerical scheme for Burgers-like equations. Applied Mathematics and Computation 156(2): 295-305 (2004)
2		S. Kutluay, A. Esen: A B-spline finite element method for the thermistor problem with the modified electrical conductivity. Applied Mathematics and Computation 156(3): 621-632 (2004)
1		S. Kutluay, A. Esen: A lumped Galerkin method for solving the Burgers equation. Int. J. Comput. Math. 81(11): 1433-1444 (2004)

Coauthor Index

1	S. Kutluay	[1] [2] [3] [5] [6] [7] [8] [10] [11] [12]
2	T. Özis	[5]
3	O. Tasbozan	[12]

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