Numerical Solutions with Linearization Techniques of the Fractional Harry Dym Equation

In this study, numerical solutions of the fractional Harry Dym equation are investigated. Linearization techniques are utilized for non-linear terms existing in the fractional Harry Dym equation. The error norms and are computed. Stability of the finite difference method is studied with the aid of V...

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Vydáno v:Applied mathematics and nonlinear sciences Ročník 4; číslo 1; s. 35 - 42
Hlavní autoři: Yokuş, Asıf, Gülbahar, Sema
Médium: Journal Article
Jazyk:angličtina
Vydáno: Beirut Sciendo 01.01.2019
De Gruyter Brill Sp. z o.o., Paradigm Publishing Services
Témata:
finite difference method
Harry Dym equation
von Neumann stability analysis
ISSN:2444-8656, 2444-8656
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Abstract In this study, numerical solutions of the fractional Harry Dym equation are investigated. Linearization techniques are utilized for non-linear terms existing in the fractional Harry Dym equation. The error norms and are computed. Stability of the finite difference method is studied with the aid of Von Neumann stabity analysis.
AbstractList In this study, numerical solutions of the fractional Harry Dym equation are investigated. Linearization techniques are utilized for non-linear terms existing in the fractional Harry Dym equation. The error norms L 2 and L ∞ are computed. Stability of the finite difference method is studied with the aid of Von Neumann stabity analysis.
In this study, numerical solutions of the fractional Harry Dym equation are investigated. Linearization techniques are utilized for non-linear terms existing in the fractional Harry Dym equation. The error norms L2 and L∞ are computed. Stability of the finite difference method is studied with the aid of Von Neumann stabity analysis.
In this study, numerical solutions of the fractional Harry Dym equation are investigated. Linearization techniques are utilized for non-linear terms existing in the fractional Harry Dym equation. The error norms and are computed. Stability of the finite difference method is studied with the aid of Von Neumann stabity analysis.
Author Gülbahar, Sema
Yokuş, Asıf
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  givenname: Sema
  surname: Gülbahar
  fullname: Gülbahar, Sema
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  organization: Department of Mathematics, Harran University, Sanliurfa, Turkey
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Snippet In this study, numerical solutions of the fractional Harry Dym equation are investigated. Linearization techniques are utilized for non-linear terms existing...
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StartPage 35
SubjectTerms finite difference method
Harry Dym equation
von Neumann stability analysis
Title Numerical Solutions with Linearization Techniques of the Fractional Harry Dym Equation
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Volume 4
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