On fractional geometry of curves
Fractal and Fractional, ISSN: 2504-3110, Vol: 5, Issue: 4
2021
- 10Citations
- 2Captures
- 1Mentions
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Fractal Fract, Vol. 5, Pages 161: On Fractional Geometry of Curves
Fractal Fract, Vol. 5, Pages 161: On Fractional Geometry of Curves Fractal and Fractional doi: 10.3390/fractalfract5040161 Authors: Konstantinos A. Lazopoulos Anastasios K. Lazopoulos Fractional Differential
Article Description
Fractional Differential Geometry of curves is discussed, with the help of a new fractional derivative, the Λ-fractional derivative, with the corresponding Λ-fractional space. Λ-Fractional derivative completely conforms with the demands of Differential Topology, for the existence of a differential. Therefore Fractional Differential Geometry is established in that Λ-space. The results are pulled back to the initial space.
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