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Robust and Accurate Superquadric Recovery: a Probabilistic Approach1 seems to be a very nice method that relies on a probabilistic approach rather than on pure optimization to address noise, outliers, and even hierarchical decomposition in multiple superquadrics.
Footnotes
@Article{liu2021,
year = {2021},
rating = {5},
title = {{Robust and Accurate Superquadric Recovery: a Probabilistic Approach}},
author = {Liu, Weixiao and Wu, Yuwei and Ruan, Sipu and Chirikjian, Gregory S},
journal = {arXiv},
eprint = {2111.14517},
note = {multiple superquadrics recovery },
keywords = {}
} ↩
The text was updated successfully, but these errors were encountered:
Robust and Accurate Superquadric Recovery: a Probabilistic Approach1 seems to be a very nice method that relies on a probabilistic approach rather than on pure optimization to address noise, outliers, and even hierarchical decomposition in multiple superquadrics.
Footnotes
@Article{liu2021,
year = {2021},
rating = {5},
title = {{Robust and Accurate Superquadric Recovery: a Probabilistic Approach}},
author = {Liu, Weixiao and Wu, Yuwei and Ruan, Sipu and Chirikjian, Gregory S},
journal = {arXiv},
eprint = {2111.14517},
note = {multiple superquadrics recovery },
keywords = {}
} ↩
The text was updated successfully, but these errors were encountered: