Zobrazeno 1 - 10
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pro vyhledávání: '"Lin, Chun‐Chi"'
Autor:
Lin, Chun-Chi, Tran, The Dung
This article presents a novel resolution to the problem of spline interpolation versus least-squares fitting on smooth Riemannian manifolds utilizing the method of gradient flows of networks. This approach represents a contribution to both geometric
Externí odkaz:
http://arxiv.org/abs/2402.18067
Autor:
Lin, Chun-Chi, Tran, Dung The
In this paper, we resolve problems of spline interpolation, regardless of whether least-squares fitting is incorporated, on smooth Riemannian manifolds. Our approach leverages the concept of gradient flows for successively connected curves or network
Externí odkaz:
http://arxiv.org/abs/2312.10513
Autor:
Yang, Jin-Han, Lin, Wen-Ling, Chen, Wei-Shone, Jiang, Jeng-Kai, Yang, Shung-Haur, Wang, Huann-Sheng, Chang, Shih-Ching, Lan, Yuan-Tzu, Lin, Chun-Chi, Lin, Hung-Hsin, Huang, Sheng-Chieh, Cheng, Hou-Hsuan, Yang, Yi-Wen, Lin, Yu-Zu, Hsu, Hui-Mei, Lin, Ching-Jui, Teng, Hao-Wei
Publikováno v:
In Journal of Gastrointestinal Surgery August 2024 28(8):1250-1258
Autor:
LIN, CHUN-CHI, 林駿騏
107
This essay on action research aims to assist the frontline Chinese teachers in the middle school to do composition teaching with specific essay writing skills, and to improve the writing ability of the third graders, using the results of the
This essay on action research aims to assist the frontline Chinese teachers in the middle school to do composition teaching with specific essay writing skills, and to improve the writing ability of the third graders, using the results of the
Externí odkaz:
http://ndltd.ncl.edu.tw/handle/kbfyd5
Publikováno v:
Journal of Evolution Equations 2020 (for the improved version)
In this paper we study the $L^2$-gradient flow of the penalized elastic energy on networks of $q$-curves in $\R^{n}$ for $q \geq 3$. Each curve is fixed at one end-point and at the other is joint to the other curves at a movable $q$-junction. For thi
Externí odkaz:
http://arxiv.org/abs/1912.09626
Akademický článek
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Autor:
Peng, Yen-Ling, Chang, Chung-Hsin, Wei, Shu-Chen, Huang, Tien-Yu, Tai, Wei-Chen, Hsu, Wen-Hung, Wu, Deng-Chyang, Yen, Hsu-Heng, Tai, Chi-Ming, Chang, Chen-Wang, Lin, Wei-Chen, Wang, Horng-Yuan, Lin, Chun-Chi, Kuo, Chia-Jung, Chiu, Cheng-Tang, Lin, Ching-Pin, Lee, Hsi-Chang, Wu, Jia-Feng, Chung, Chen-Shuan
Publikováno v:
In Journal of the Formosan Medical Association October 2023 122(10):1042-1049
Autor:
Chen, Chih-Wen, Ou, Tao-Shen, Chen, Wei-Shone, Jiang, Jeng-Kai, Yang, Shung-Haur, Wang, Huann-Sheng, Chang, Shih-Ching, Lan, Yuan-Tzu, Lin, Chun-Chi, Lin, Hung-Hsin, Huang, Sheng-Chieh, Cheng, Hou-Hsuan, Yang, Yi-Wen, Lin, Yu-Zu, Chao, Yee, Wang, Ling-Wei, Teng, Hao-Wei
Publikováno v:
In Clinical Colorectal Cancer September 2023 22(3):267-279
Autor:
Lo, Chung-Ming, Yang, Yi-Wen, Lin, Jen-Kou, Lin, Tzu-Chen, Chen, Wei-Shone, Yang, Shung-Haur, Chang, Shih-Ching, Wang, Huann-Sheng, Lan, Yuan-Tzu, Lin, Hung-Hsin, Huang, Sheng-Chieh, Cheng, Hou-Hsuan, Jiang, Jeng-Kai, Lin, Chun-Chi
Publikováno v:
In Computerized Medical Imaging and Graphics July 2023 107
We provide a long-time existence and sub-convergence result for the elastic flow of a three network in $\mathbb{R}^{n}$ under some mild topological assumptions. The evolution is such that the sum of the elastic energies of the three curves plus their
Externí odkaz:
http://arxiv.org/abs/1812.11367