TL;DR
This paper introduces a new class of discrete operators that generalize existing fractional difference operators, expanding the mathematical toolkit for discrete analysis.
Contribution
It defines a broad class of discrete operators that encompass delta and nabla fractional operators, offering a unified framework.
Findings
Provides a formal definition of the generalized discrete operators
Includes delta and nabla fractional operators as special cases
Lays groundwork for future applications in discrete fractional calculus
Abstract
We define a class of discrete operators that, in particular, include the delta and nabla fractional operators.
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