On α-fractal functions and their applications to analyzing the S&P BSE Sensex in India
A Kumar, SK Verma, SM Boulaaras - Chaos, Solitons & Fractals, 2024 - Elsevier
Following the seminal work of Barnsley on fractal interpolation, Navascués (2005) defined a
class of parametrized continuous functions called α-fractal functions. In this paper, we …
class of parametrized continuous functions called α-fractal functions. In this paper, we …
Dimensional study of COVID-19 via fractal functions
Dimensional study of COVID-19 via fractal functions | SpringerLink Skip to main content
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On the variable order Weyl-Marchaud fractional derivative of non-affine fractal function
K Chinnathambi, A Gowrisankar - The Journal of Analysis, 2024 - Springer
The fractal technique is applied to study a wide variety of phenomena in the universe. In
particular, fractal techniques can be generalized through traditional approaches to spatial …
particular, fractal techniques can be generalized through traditional approaches to spatial …
[PDF][PDF] ADDITIVE DECOMPOSITION OF VECTOR-VALUED CONTINUOUS FUNCTIONS WITH SOME DIMENSIONAL CONSIDERATIONS OF THE SUMMANDS
Additive decomposition of a continuous real-valued function on the unit interval in the
framework of fractal dimensions of the graphs of the summands has received significant …
framework of fractal dimensions of the graphs of the summands has received significant …