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GEOMETRIC HERMITE INTERPOLATION FOR PLANAR PYTHAGOREAN-HODOGRAPH CUBICSopen accessGEOMETRIC HERMITE INTERPOLATION FOR PLANAR PYTHAGOREAN-HODOGRAPH CUBICS

Other Titles
GEOMETRIC HERMITE INTERPOLATION FOR PLANAR PYTHAGOREAN-HODOGRAPH CUBICS
Authors
이현철이선홍
Issue Date
2013
Publisher
영남수학회
Keywords
Pythagorean-hodograph curves; pythagorean-hodograph cubics; geometric Hermite interpolation
Citation
East Asian Mathematical Journal, v.29, no.1, pp 53 - 68
Pages
16
Indexed
KCI
Journal Title
East Asian Mathematical Journal
Volume
29
Number
1
Start Page
53
End Page
68
URI
https://scholarworks.gnu.ac.kr/handle/sw.gnu/21631
DOI
10.7858/eamj.2013.005
ISSN
1226-6973
2287-2833
Abstract
We solve the geometric Hermite interpolation problem with planar Pythagorean-hodograph cubics. For every Hermite data, we determine the exact number of the geometric Hermite interpolants and represent the interpolants explicitly. We also present a simple criterion for determining whether the interpolants have a loop or not.
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