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pro vyhledávání: '"Guenther, Felix"'
Autor:
Günther, Felix
We study compact polyhedral surfaces as Riemann surfaces and their discrete counterparts obtained through quadrilateral cellular decompositions and a linear discretization of the Cauchy-Riemann equation. By ensuring uniformly bounded interior and int
Externí odkaz:
http://arxiv.org/abs/2307.15468
Autor:
Krauer, Fabienne1 (AUTHOR), Guenther, Felix2 (AUTHOR), Treskova-Schwarzbach, Marina2 (AUTHOR), Schoenfeld, Viktoria2 (AUTHOR), Koltai, Mihaly1 (AUTHOR), Jit, Mark1 (AUTHOR), Hodgson, David1 (AUTHOR), Schneider, Udo3 (AUTHOR), Wichmann, Ole2 (AUTHOR), Harder, Thomas2 (AUTHOR), Sandmann, Frank G.2 (AUTHOR), Flasche, Stefan1,4 (AUTHOR) stefan.flasche@charite.de
Publikováno v:
BMC Medicine. 10/17/2024, Vol. 22 Issue 1, p1-12. 12p.
The real-time analysis of infectious disease surveillance data, e.g., in the form of a time-series of reported cases or fatalities, is essential in obtaining situational awareness about the current dynamics of an adverse health event such as the COVI
Externí odkaz:
http://arxiv.org/abs/2202.04569
Autor:
Banchoff, Thomas F., Günther, Felix
In discrete differential geometry, it is widely believed that the discrete Gaussian curvature of a polyhedral vertex star equals the algebraic area of its Gauss image. However, no complete proof has yet been described. We present an elementary proof
Externí odkaz:
http://arxiv.org/abs/1909.09184
Akademický článek
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Autor:
Gorski, Mathias, Rasheed, Humaira, Teumer, Alexander, Thomas, Laurent F., Graham, Sarah E., Sveinbjornsson, Gardar, Winkler, Thomas W., Günther, Felix, Stark, Klaus J., Chai, Jin-Fang, Tayo, Bamidele O., Wuttke, Matthias, Li, Yong, Tin, Adrienne, Ahluwalia, Tarunveer S., Ärnlöv, Johan, Åsvold, Bjørn Olav, Bakker, Stephan J.L., Banas, Bernhard, Bansal, Nisha, Biggs, Mary L., Biino, Ginevra, Böhnke, Michael, Boerwinkle, Eric, Bottinger, Erwin P., Brenner, Hermann, Brumpton, Ben, Carroll, Robert J., Chaker, Layal, Chalmers, John, Chee, Miao-Li, Chee, Miao-Ling, Cheng, Ching-Yu, Chu, Audrey Y., Ciullo, Marina, Cocca, Massimiliano, Cook, James P., Coresh, Josef, Cusi, Daniele, de Borst, Martin H., Degenhardt, Frauke, Eckardt, Kai-Uwe, Endlich, Karlhans, Evans, Michele K., Feitosa, Mary F., Franke, Andre, Freitag-Wolf, Sandra, Fuchsberger, Christian, Gampawar, Piyush, Gansevoort, Ron T., Ghanbari, Mohsen, Ghasemi, Sahar, Giedraitis, Vilmantas, Gieger, Christian, Gudbjartsson, Daniel F., Hallan, Stein, Hamet, Pavel, Hishida, Asahi, Ho, Kevin, Hofer, Edith, Holleczek, Bernd, Holm, Hilma, Hoppmann, Anselm, Horn, Katrin, Hutri-Kähönen, Nina, Hveem, Kristian, Hwang, Shih-Jen, Ikram, M. Arfan, Josyula, Navya Shilpa, Jung, Bettina, Kähönen, Mika, Karabegović, Irma, Khor, Chiea-Chuen, Koenig, Wolfgang, Kramer, Holly, Krämer, Bernhard K., Kühnel, Brigitte, Kuusisto, Johanna, Laakso, Markku, Lange, Leslie A., Lehtimäki, Terho, Li, Man, Lieb, Wolfgang, Lind, Lars, Lindgren, Cecilia M., Loos, Ruth J.F., Lukas, Mary Ann, Lyytikäinen, Leo-Pekka, Mahajan, Anubha, Matias-Garcia, Pamela R., Meisinger, Christa, Meitinger, Thomas, Melander, Olle, Milaneschi, Yuri, Mishra, Pashupati P., Mononen, Nina, Morris, Andrew P., Mychaleckyj, Josyf C., Nadkarni, Girish N., Naito, Mariko, Nakatochi, Masahiro, Nalls, Mike A., Nauck, Matthias, Nikus, Kjell, Ning, Boting, Nolte, Ilja M., Nutile, Teresa, O’Donoghue, Michelle L., O'Connell, Jeffrey, Olafsson, Isleifur, Orho-Melander, Marju, Parsa, Afshin, Pendergrass, Sarah A., Penninx, Brenda W.J.H., Pirastu, Mario, Preuss, Michael H., Psaty, Bruce M., Raffield, Laura M., Raitakari, Olli T., Rheinberger, Myriam, Rice, Kenneth M., Rizzi, Federica, Rosenkranz, Alexander R., Rossing, Peter, Rotter, Jerome I., Ruggiero, Daniela, Ryan, Kathleen A., Sabanayagam, Charumathi, Salvi, Erika, Schmidt, Helena, Schmidt, Reinhold, Scholz, Markus, Schöttker, Ben, Schulz, Christina-Alexandra, Sedaghat, Sanaz, Shaffer, Christian M., Sieber, Karsten B., Sim, Xueling, Sims, Mario, Snieder, Harold, Stanzick, Kira J., Thorsteinsdottir, Unnur, Stocker, Hannah, Strauch, Konstantin, Stringham, Heather M., Sulem, Patrick, Szymczak, Silke, Taylor, Kent D., Thio, Chris H.L., Tremblay, Johanne, Vaccargiu, Simona, van der Harst, Pim, van der Most, Peter J., Verweij, Niek, Völker, Uwe, Wakai, Kenji, Waldenberger, Melanie, Wallentin, Lars, Wallner, Stefan, Wang, Judy, Waterworth, Dawn M., White, Harvey D., Willer, Cristen J., Wong, Tien-Yin, Woodward, Mark, Yang, Qiong, Yerges-Armstrong, Laura M., Zimmermann, Martina, Zonderman, Alan B., Bergler, Tobias, Stefansson, Kari, Böger, Carsten A., Pattaro, Cristian, Köttgen, Anna, Kronenberg, Florian, Heid, Iris M.
Publikováno v:
In Kidney International September 2022 102(3):624-639
Autor:
Geihs, Matthias, Nikiforov, Oleg, Demirel, Denise, Sauer, Alexander, Butin, Denis, Günther, Felix, Alber, Gernot, Walther, Thomas, Buchmann, Johannes
Sensitive digital data, such as health information or governmental archives, are often stored for decades or centuries. The processing of such data calls for long-term security. Secure channels on the Internet require robust key establishment methods
Externí odkaz:
http://arxiv.org/abs/1711.09793
Polyhedral surfaces are fundamental objects in architectural geometry and industrial design. Whereas closeness of a given mesh to a smooth reference surface and its suitability for numerical simulations were already studied extensively, the aim of ou
Externí odkaz:
http://arxiv.org/abs/1703.05318
Autor:
Bobenko, Alexander I., Günther, Felix
Publikováno v:
Advances in Mathematics 311 (2017), pp. 885-932
Our aim in this paper is to provide a theory of discrete Riemann surfaces based on quadrilateral cellular decompositions of Riemann surfaces together with their complex structure encoded by complex weights. Previous work, in particular of Mercat, mai
Externí odkaz:
http://arxiv.org/abs/1511.00652
Autor:
Bobenko, Alexander I., Günther, Felix
Publikováno v:
Advances in Discrete Differential Geometry, A.I. Bobenko (ed.), Springer (2016), pp. 57-132
We develop a linear theory of discrete complex analysis on general quad-graphs, continuing and extending previous work of Duffin, Mercat, Kenyon, Chelkak and Smirnov on discrete complex analysis on rhombic quad-graphs. Our approach based on the media
Externí odkaz:
http://arxiv.org/abs/1505.05673