Zobrazeno 1 - 8
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pro vyhledávání: '"Rudd, Cameron"'
Autor:
Rudd, Cameron Gates
We study maximal stretch laminations associated to certain best Lipschitz circle valued maps in Dehn surgery families of hyperbolic 3-manifolds. For these maps, we give a criterion based on the Thurston norm and Dehn filling slope length to determine
Externí odkaz:
http://arxiv.org/abs/2308.16850
Publikováno v:
Proceedings of the 38th International Symposium on Computational Geometry (SoCG 2022), pages 37:1--37:24
A knot is a circle piecewise-linearly embedded into the 3-sphere. The topology of a knot is intimately related to that of its exterior, which is the complement of an open regular neighborhood of the knot. Knots are typically encoded by planar diagram
Externí odkaz:
http://arxiv.org/abs/2112.03251
Autor:
Rudd, Cameron Gates
We show that for a closed hyperbolic 3-manifold the size of the first eigenvalue of the Hodge Laplacian acting on coexact 1-forms is comparable to an isoperimetric ratio relating geodesic length and stable commutator length with comparison constants
Externí odkaz:
http://arxiv.org/abs/2101.00301
Autor:
Rudd, Cameron Gates1 (AUTHOR) rudd@mpim-bonn.mpg.de
Publikováno v:
Journal of Topology. Jun2023, Vol. 16 Issue 2, p588-633. 46p.
Publikováno v:
Discrete & Computational Geometry; Jan2024, Vol. 71 Issue 1, p121-159, 39p
Akademický článek
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A knot is a circle piecewise-linearly embedded into the 3-sphere. The topology of a knot is intimately related to that of its exterior, which is the complement of an open regular neighborhood of the knot. Knots are typically encoded by planar diagram
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_dedup___::9c08ad0b0b48ac2a060c75cf9039fcb5
Autor:
Gönen, Mehmet, Weir, Barbara A., Cowley, Glenn S., Vazquez, Francisca, Guan, Yuanfang, Jaiswal, Alok, Karasuyama, Masayuki, Uzunangelov, Vladislav, Wang, Tao, Tsherniak, Aviad, Howell, Sara, Marbach, Daniel, Hoff, Bruce, Norman, Thea C., Airola, Antti, Bivol, Adrian, Bunte, Kerstin, Carlin, Daniel, Chopra, Sahil, Deran, Alden, Ellrott, Kyle, Gopalacharyulu, Peddinti, Graim, Kiley, Kaski, Samuel, Khan, Suleiman A., Newton, Yulia, Ng, Sam, Pahikkala, Tapio, Paull, Evan, Sokolov, Artem, Tang, Hao, Tang, Jing, Wennerberg, Krister, Xie, Yang, Zhan, Xiaowei, Zhu, Fan, Afsari, Bahman, Airola, Antti, Aittokallio, Tero, Bivol, Adrian, Boehm, Jesse S., Bunte, Kerstin, Carlin, Daniel, Chang, Yu-Chuan, Chen, Tenghui, Chong, Zechen, Chopra, Sahil, Cowley, Glenn S., Deran, Alden, Ellrott, Kyle, Elmarakeby, Haitham, Fertig, Elana J., Gonçalves, Emanuel, Gönen, Mehmet, Gong, Pinghua, Gopalacharyulu, Peddinti, Graim, Kiley, Guan, Yuanfang, Hafemeister, Christoph, Hahn, William C., Heath, Lenwood, Hoff, Bruce, Howell, Sara, Jaiswal, Alok, Karasuyama, Masayuki, Kaski, Samuel, Kędziorski, Łukasz, Khan, Suleiman A., Khemka, Niraj, King, Erh-kan, Lauria, Mario, Liu, Mark, Machado, Daniel, Mamitsuka, Hiroshi, Marbach, Daniel, Margolin, Adam A., Mazurkiewicz, Mateusz, Menden, Michael P., Migacz, Szymon, Newton, Yulia, Ng, Sam, Nie, Zhi, Norman, Thea C., Pahikkala, Tapio, Paull, Evan, Praveen, Paurush, Priami, Corrado, Rizzetto, Simone, Rocha, Miguel, Root, David E., Rudd, Cameron, Rudnicki, Witold R., Saez-Rodriguez, Julio, Sokolov, Artem, Song, Lei, Stolovitzky, Gustavo, Stuart, Joshua M., Sun, Duanchen, Szalai, Bence, Tang, Hao, Tang, Jing, Tsherniak, Aviad, Uzunangelov, Vladislav, Vazquez, Francisca, Wang, Tao, Wang, Difei, Weir, Barbara A., Wennerberg, Krister, Wu, Ling-yun, Xiao, Guanghua, Xie, Yang, Ye, Jieping, Ye, Yuting, Zhan, Xiaowei, Zhou, Wanding, Zhu, Fan, Aittokallio, Tero, Mamitsuka, Hiroshi, Stuart, Joshua M., Boehm, Jesse S., Root, David E., Xiao, Guanghua, Stolovitzky, Gustavo, Hahn, William C., Margolin, Adam A.
Publikováno v:
Cell Systems; November 2017, Vol. 5 Issue: 5 p485-497.e3