Isogeometric finite element approximation of minimal surfaces based on extended loop subdivision - researchr publication related

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Qing Pan, Chong Chen, Guoliang Xu. Isogeometric finite element approximation of minimal surfaces based on extended loop subdivision. J. Comput. Physics, 343:324-339, 2017. [doi]

The following publications are possibly variants of this publication:

Isogeometric analysis for surface PDEs with extended Loop subdivisionQing Pan, Timon Rabczuk, Gang Xu 0001, Chong Chen. jcphy, 398, 2019. [doi]

Isogeometric analysis based on extended Loop's subdivisionQing Pan, Guoliang Xu, Gang Xu, Yongjie Zhang. jcphy, 299:731-746, 2015. [doi]

Isogeometric analysis based on extended Catmull-Clark subdivisionQing Pan, Guoliang Xu, Gang Xu, Yongjie Zhang. cma, 71(1):105-119, 2016. [doi]

Truncated Hierarchical Loop Subdivision Surfaces and application in isogeometric analysisHongmei Kang, Xin Li 0021, Falai Chen, Jiansong Deng. cma, 72(8):2041-2055, 2016. [doi]

Seamless integration of computer-aided geometric modeling and acoustic simulation: Isogeometric boundary element methods based on Catmull-Clark subdivision surfacesL. L. Chen, Y. Zhang, H. Lian, Elena Atroshchenko, Chensen Ding, Stéphane P. A. Bordas. aes, 149:102879, 2020. [doi]

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