17 Temmuz 2019 | Çarşamba
 

SCI Kapsamlı Yayın Bilgileri:

BilgiAtıfDosya
1) "Analysis of Two Dimensional Parabolic Equation with Periodic Boundary Conditions", "Vildan Gülkaç", "İrem Bağlan", Communications Faculty Of Science University of Ankara Series A1Mathematics and Statistics, 67, 310-316, (2018)
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2) "A Method of Finding Source Function for Inverse Diffusion Problem with Time-Fractional Derivative", Vildan Gülkaç, Advances in Mathematical Physics, 2016, 1-8, (2016)
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3) "The New Approximate Analytic Solution for Oxygen Diffusion Problem with Time-Fractional Derivative", Vildan Gülkaç, Mathematical Problems in Engineering, 2016, 1-7, (2016)
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4) "Comparative study between two numerical methods for oxygen diffusion problem", Gülkaç Vildan, Commun. Numer. Meth. Engng., 25, 855-863, (2009)
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5) " The Homotopy Perturbation Method For Black-Scholes Equation ", Gülkaç Vildan, Journal of Statistical Computation and Simulation (in press), , , (2009)
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6) "- V. Gülkaç, On the finite differences schemes for the numerical solution of two-dimensional moving boundary problem, Applied Mathematics and Comput., 168, 549-556, 2005. ", V. Gülkaç, Applied Mathematics and Comput., 168, 549-556, (2005)
Tez:
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7) " V. Gülkaç, Numerical solution of two-dimensional Schrödinger equation by Boadway’s transformation, International Journal of Computer Mathematics, 80, 1543-1548, 2004. ", V. Gülkaç, International Journal of Computer Mathematics, 80, 1543-1548, (2004)
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8) "V.Gülkaç and T.Öziş, On a Lod method for Solution of two-dimensional fusion problem with convective boundary conditions, Int. Comm. Heat Mass Transfer, 31, 597-606, 2004. ", V.Gülkaç and T.Öziş, Int. Comm. Heat Mass Transfer, 31, 597-606, (2004)
Tez:
2-
9) "1- T. Öziş and V. Gülkaç, Applicationof variable interchange method for solution of two-dimensional fusion problem with convective boundary conditions, Numerical Heat Transfer Part A, 44, 85-95, 2003. ", T. Öziş and V. Gülkaç, Numerical Heat Transfer Part A, 44, 85-95, 2003. Numerical Heat Transfer Part A., , 44, 85-95, (2003)
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