Multivariable Conformable Fractional Calculus
Nazl{\i} Yaz{\i}c{\i} G\"oz\"utok, U\u{g}ur G\"oz\"utok
TL;DR
This paper extends the conformable fractional derivative to multivariable functions, enabling new tools for analyzing vector-valued functions with multiple variables in fractional calculus.
Contribution
It introduces the multivariable conformable derivative, expanding the conformable fractional calculus framework to functions with several variables.
Findings
Defined the multivariable conformable derivative for vector-valued functions
Extended the conformable fractional calculus to multivariable contexts
Provided foundational concepts for future research in multivariable fractional calculus
Abstract
Conformable fractional derivative is introduced by the authors Khalil et al. In this study we develop their concept and introduce multivariable conformable derivative for a vector valued function with several variables.
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