Fractional differential equations and their applications
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Abstract (EN)
The Laplace transform method for solving fractional differential equations is pre sented. The fractional diffusion and fractional Schrödinger equations together with their properties are investigated. The Lagrangians linear in velocities are analyzed using the fractional calculus, and the fractional Euler-Lagrange equations are derived. Keywords: Fractional derivative, fractional integral, fractional diffusion equation, frac tional Schrödinger equation, fractional Euler-Lagrange equations. Ill
Author
Tansel Avkar
Institution
How to Cite
Tansel Avkar (Master Thesis). Fractional differential equations and their applications, 2004, Çankaya University.
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