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Discover LudwigThe phrase "fractional calculus" is correct and usable in written English
It can be used in mathematical or scientific contexts when discussing the extension of traditional calculus to non-integer orders of differentiation and integration. Example: "The study of fractional calculus has gained popularity in various fields, including physics and engineering, due to its ability to model complex systems."
Dictionary
fractional calculus
noun
The study of fractional differentiation.
Exact(60)
Fractional calculus has a very long history.
Fractional calculus is not a new subject.
Theorem 2 (Fundamental theorem of fractional calculus).
We recall some definitions of fractional calculus.
But why is fractional calculus important?
In "Fractional calculus" section is a presentation of some important concepts in fractional calculus.
We introduce the fractional calculus into the HIV model for the memory property of fractional calculus.
Integration of fractional calculus strengthens the performance of it.
We also discuss fractional calculus and fractional (or anomalous) diffusion.
The fractional calculus and the anomalous diffusion are first reviewed.
(i) Fractional calculus provides a natural interpolation between different equations.
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