Conformable Euler's theorem on homogeneous functions

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Conformable Euler's theorem on homogeneous functions

Martínez, Francisco; Martínez‐Vidal, Inmaculada; Paredes, Silvestre

Computational and mathematical methods, September 2019, 2019-09-00, 20190901, Volume: 1, Issue: 5

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Recently, the conformable derivative and its properties have been introduced. In this paper, we propose and prove some new results on the conformable multivariable fractional calculus. We introduce a conformable version of classical Euler's theorem on homogeneous functions. Furthermore, we are extending the aforementioned result for higher‐order partial derivatives.

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Martínez, Francisco | Martínez‐Vidal, Inmaculada | Paredes, Silvestre

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