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pro vyhledávání: '"Weiske A"'
Let $(\mathfrak{g}, \mathfrak{k})$ be a complex quaternionic symmetric pair with $\mathfrak{k}$ having an ideal $\mathfrak{sl}(2, \mathbb{C})$, $\mathfrak{k}=\mathfrak{sl}(2, \mathbb{C})+\mathfrak{m}_c$. Consider the representation $S^m(\mathbb{C}^2)
Externí odkaz:
http://arxiv.org/abs/2306.15090
Every simple Hermitian Lie group has a unique family of spherical representations induced from a maximal parabolic subgroup whose unipotent radical is a Heisenberg group. For most Hermitian groups, this family contains a complementary series, and at
Externí odkaz:
http://arxiv.org/abs/2304.05663
Publikováno v:
Adv. Math. 422 (2023), 109001
For a Hermitian Lie group $G$, we study the family of representations induced from a character of the maximal parabolic subgroup $P=MAN$ whose unipotent radical $N$ is a Heisenberg group. Realizing these representations in the non-compact picture on
Externí odkaz:
http://arxiv.org/abs/2209.04273
Autor:
Daniel Siebert, Erich Glawischnig, Marie-Theres Wirth, Mieke Vannahme, Álvaro Salazar-Quirós, Annette Weiske, Ezgi Saydam, Dominik Möggenried, Volker F. Wendisch, Bastian Blombach
Publikováno v:
Microbial Cell Factories, Vol 23, Iss 1, Pp 1-11 (2024)
Abstract Background 1,2-propanediol (1,2-PDO) is widely used in the cosmetic, food, and drug industries with a worldwide consumption of over 1.5 million metric tons per year. Although efforts have been made to engineer microbial hosts such as Coryneb
Externí odkaz:
https://doaj.org/article/7127d4098bbc4040ab2a28c0eece33ad
Autor:
Betz, Linda, Erkens, Anne, Gussmann, Eva, Haas, Shalaila, Hasan, Alkomiet, Hoff, Claudius, Khanyaree, Ifrah, Melo, Aylin, Muckenhuber-Sternbauer, Susanna, Köhler, Janis, Öztürk, Ömer, Penzel, Nora, Popovic, David, Rangnick, Adrian, von Saldern, Sebastian, Sanfelici, Rachele, Spangemacher, Moritz, Tupac, Ana, Urquijo, Maria Fernanda, Weiske, Johanna, Wosgien, Antonia, Blume, Karsten, Gebhardt, Dominika, Kaiser, Nathalie, Milz, Ruth, Nikolaides, Alexandra, Seves, Mauro, Vent, Silke, Wassen, Martina, Andreou, Christina, Egloff, Laura, Harrisberger, Fabienne, Lenz, Claudia, Leanza, Letizia, Mackintosh, Amatya, Smieskova, Renata, Studerus, Erich, Walter, Anna, Widmayer, Sonja, Day, Chris, Iqbal, Mariam, Pelton, Mirabel, Mallikarjun, Pavan, Stainton, Alexandra, Lin, Ashleigh, Denissoff, Alexander, Ellilä, Anu, From, Tiina, Heinimaa, Markus, Ilonen, Tuula, Jalo, Päivi, Laurikainen, Heikki, Luutonen, Antti, Mäkela, Akseli, Paju, Janina, Pesonen, Henri, Säilä, Reetta-Liina, Toivonen, Anna, Turtonen, Otto, Solana, Ana Beatriz, Abraham, Manuela, Hehn, Nicolas, Schirmer, Timo, Altamura, Carlo, Belleri, Marika, Bottinelli, Francesca, Ferro, Adele, Re, Marta, Monzani, Emiliano, Sberna, Maurizio, D’Agostino, Armando, Del Fabro, Lorenzo, Perna, Giampaolo, Nobile, Maria, Alciati, Alessandra, Balestrieri, Matteo, Bonivento, Carolina, Cabras, Giuseppe, Fabbro, Franco, Garzitto, Marco, Piccin, Sara, Hoheisel, Linnea, Kambeitz-Ilankovic, Lana, Wenzel, Julian, Haas, Shalaila S., Antonucci, Linda A., Ruef, Anne, Schultze-Lutter, Frauke, Lichtenstein, Theresa, Rosen, Marlene, Dwyer, Dominic B., Salokangas, Raimo K.R., Lencer, Rebekka, Brambilla, Paolo, Borgwardt, Stephan, Wood, Stephen J., Upthegrove, Rachel, Bertolino, Alessandro, Ruhrmann, Stephan, Meisenzahl, Eva, Koutsouleris, Nikolaos, Fink, Gereon R., Daun, Silvia, Kambeitz, Joseph
Publikováno v:
In Biological Psychiatry: Cognitive Neuroscience and Neuroimaging August 2024 9(8):765-776
Autor:
Graham, Keith, Lienau, Philip, Bader, Benjamin, Prechtl, Stefan, Naujoks, Jan, Lesche, Ralf, Weiske, Joerg, Kuehnlenz, Julia, Brzezinka, Krzysztof, Potze, Lisette, Zanconato, Francesca, Nicke, Barbara, Montebaur, Anna, Bone, Wilhelm, Golfier, Sven, Kaulfuss, Stefan, Kopitz, Charlotte, Pilari, Sabine, Steuber, Holger, Hayat, Sikander, Kamburov, Atanas, Steffen, Andreas, Schlicker, Andreas, Buchgraber, Philipp, Braeuer, Nico, Font, Nuria Aiguabella, Heinrich, Tobias, Kuhnke, Lara, Nowak-Reppel, Katrin, Stresemann, Carlo, Steigemann, Patrick, Walter, Annette O., Blotta, Simona, Ocker, Matthias, Lakner, Ashley, von Nussbaum, Franz, Mumberg, Dominik, Eis, Knut, Piccolo, Stefano, Lange, Martin
Publikováno v:
In Cell Chemical Biology 18 July 2024 31(7):1247-1263
Autor:
Max Weiske, Bianca Riedel, Eva Johanna Kubosch, Hermann O. Mayr, Hagen Schmal, Michael Seidenstuecker
Publikováno v:
Frontiers in Bioengineering and Biotechnology, Vol 12 (2024)
This study was designed to provide information on how the menisci change over the course of osteoarthritis, particularly with regard to their mechanical properties. The aim was to determine the difference between healthy menisci (fresh frozen menisca
Externí odkaz:
https://doaj.org/article/4df57bbd15c14fcd9369b1946c9413f9
Autor:
Andrea Schreiber, Stefanie Troy, Stefan Weiske, Remzi Can Samsun, Ralf Peters, Petra Zapp, Wilhelm Kuckshinrichs
Publikováno v:
Journal of CO2 Utilization, Vol 82, Iss , Pp 102743- (2024)
Energy systems are currently transforming into configurations with a significant share of renewable energies to reduce greenhouse gas (GHG) emissions. One frequently discussed option to reduce CO2 and simultaneously provide temporary storage for fluc
Externí odkaz:
https://doaj.org/article/9f313f5b34974e99934eaf012610cf4d
Autor:
Weiske, Clemens
Let $G=\operatorname{O}(1,n+1)$ with maximal compact subgroup $K$ and let $\Pi$ be a unitary irreducible representation of $G$ with non-trivial $(\mathfrak{g},K)$-cohomology. Then $\Pi$ occurs inside a principal series representation of $G$, induced
Externí odkaz:
http://arxiv.org/abs/2106.13562
Autor:
Kruse, Raphael, Weiske, Rico
We study the numerical approximation of stochastic evolution equations with a monotone drift driven by an infinite-dimensional Wiener process. To discretize the equation, we combine a drift-implicit two-step BDF method for the temporal discretization
Externí odkaz:
http://arxiv.org/abs/2105.08767