About us
Our data
Use cases
Pricing
Sign in
Sign up
${\mathcal {L}}^p$-Approximation Using Fractal Functions on the Sierpiński Gasket | Performance Analytics | Scinapse
Original Paper
$${\mathcal {L}}^p$$-Approximation Using Fractal Functions on the Sierpiński Gasket
Vishal Agrawal
7
,
T. Som
30
Results in Mathematics
CI 1.20
Feb 15, 2022
Published
26
Citations
22
References
Sources
Cite
Save
Basic Info
Analytics
Upgrade
References
Citations
PDF
Research Topics
geometric properties
approximation
iterated function
error bounds
persistent homology
function systems
interpolation functions
self-similar
exponential functions
asymptotic expansion
Paper Details
Title
$${\mathcal {L}}^p$$-Approximation Using Fractal Functions on the Sierpiński Gasket
DOI
10.1007/s00025-021-01565-5
Published
Feb 15, 2022
Journal
Results in Mathematics
Volume
77
Issue
2