2021
DOI: 10.1016/j.cagd.2021.101971
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Single-sized spheres on surfaces (S4)

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Cited by 2 publications
(1 citation statement)
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“…In the surface setting, Lipschütz et al (2021) propose algorithms for the generation of surface coverings by single-sized spheres, Thayyil et al (2021) introduce a feature preserving surface reconstruction algorithm to produce a high fidelity triangulated mesh from an input point set, Karciauskas and Peters (2021) present a construction that unifies the traditionally different approaches proposed for bicubic C 2 -splines and biquadratic C 1 -splines to fill n-sided holes by a tiny central G 1 cap, and finally López Ureña and Viscardi (2021) discuss a general strategy (that exploits annihilating operators) to locally detect if the given input data are sampled from a certain bivariate exponential polynomial and choose, accordingly, the correct subdivision rules for reconstructing it via a level-dependent subdivision scheme.…”
Section: Topics Of the Special Issuementioning
confidence: 99%
“…In the surface setting, Lipschütz et al (2021) propose algorithms for the generation of surface coverings by single-sized spheres, Thayyil et al (2021) introduce a feature preserving surface reconstruction algorithm to produce a high fidelity triangulated mesh from an input point set, Karciauskas and Peters (2021) present a construction that unifies the traditionally different approaches proposed for bicubic C 2 -splines and biquadratic C 1 -splines to fill n-sided holes by a tiny central G 1 cap, and finally López Ureña and Viscardi (2021) discuss a general strategy (that exploits annihilating operators) to locally detect if the given input data are sampled from a certain bivariate exponential polynomial and choose, accordingly, the correct subdivision rules for reconstructing it via a level-dependent subdivision scheme.…”
Section: Topics Of the Special Issuementioning
confidence: 99%