Nabla Euler -Lagrange equations in discrete fractional variational calculus within Riemann and Caputo

Abstract

Different fractional difference types of Euler-Lagrange equations are obtained within Riemann and Caputo by making use of different versions of integration by part forumlas in fractional difference calculus. An example is presented to illustrate part of the results.

This article was published in International Journal of Mathematics and Computation 22 (1), 144-153 (2014)

References in corpus (3)

• Discrete-Time Fractional Variational Problems
• On delta and nabla Caputo fractional differences and dual identities
• Dual identities in fractional difference calculus within Riemann