Speaker
Mrs
Obiageli Lovenda Ezenwachukwu
(University of South Africa(UNISA))
Description
The sinc function is defined by
$$ sinc(x) =\frac{sin πx}{nx}. $$ with $$ sinc(0) = 1 $$ and $$ sinc(i) = 0 $$ for $$ i \neq 0. $$ Defining $$ s_{i}^{(h)} sinc \frac {(x-i)}{h} $$ gives a set of interpolating functions with nodes $ih$. However in some instances it is more desirable to have such a set of sinc related functions with nodes that can be defined freely. In this contribution we show how this can be done by using cubic splines.
Level for award;(Hons, MSc, PhD, N/A)?
N/A
| Apply to be considered for a student ; award (Yes / No)? | No |
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Primary author
Mrs
Obiageli Lovenda Ezenwachukwu
(University of South Africa(UNISA))
Co-author
Prof.
Moritz Braun
(UNISA)
