Search Results - "Gomez, Tomas L."

Constraining the kähler moduli in the heterotic standard model by GOMEZ, Tomas L, LUKIC, Sergio, SOLS, Ignacio

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The moduli stack of principal ρ-sheaves and Gieseker–Harder–Narasimhan filtrations by Gómez, Tomás L., Herrero, Andres Fernandez, Zamora, Alfonso

“…Let X be a smooth projective variety and let G be a connected reductive group, both defined over a field of characteristic 0. Given a faithful representation ρ…”
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Comparison of Poisson structures on moduli spaces by Biswas, Indranil, Bottacin, Francesco, Gómez, Tomás L.

“…Let X be a complex irreducible smooth projective curve, and let L be an algebraic line bundle on X with a nonzero section σ 0 . Let M denote the moduli space…”
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Poisson structure on the moduli spaces of sheaves of pure dimension one on a surface by Biswas, Indranil, Gómez, Tomás L.

“…Let S be a smooth complex projective surface equipped with a Poisson structure s and also a polarization H . The moduli space M H ( S , P ) of stable sheaves…”
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Stability of the Poincaré bundle by Biswas, Indranil, Gómez, Tomás L., Hoffmann, Norbert

“…Let X be an irreducible smooth projective curve, of genus at least two, over an algebraically closed field k . Let denote the moduli stack of principal G…”
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Complex Lagrangians in a hyperKähler manifold and the relative Albanese by Biswas, Indranil, Gómez, Tomás L., Oliveira, André

“…Let be the moduli space of complex Lagrangian submanifolds of a hyperKähler manifold , and let ω̄ : 𝒜̂ → be the relative Albanese over . We prove that 𝒜̂ has…”
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A GIT interpretation of the Harder–Narasimhan filtration by Gómez, Tomás L., Sols, Ignacio, Zamora, Alfonso

“…An unstable torsion free sheaf on a smooth projective variety gives a GIT unstable point in certain Quot scheme. To a GIT unstable point, Kempf associates a…”
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Connections and Higgs fields on a principal bundle by Biswas, Indranil, Gómez, Tomás L.

“…Let M be a compact connected Kähler manifold and G a connected linear algebraic group defined over . A Higgs field on a holomorphic principal G -bundle ε G…”
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Automorphism group of the moduli space of parabolic bundles over a curve by Alfaya, David, Gómez, Tomás L.

“…We find the automorphism group of the moduli space of parabolic bundles on a smooth curve (with fixed determinant and system of weights). This group is…”
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Survey of Period Variations of Superhumps in SU UMa-Type Dwarf Novae by Kato, Taichi, Imada, Akira, Uemura, Makoto, Maehara, Hiroyuki, Baba, Hajime, Matsumoto, Katsura, Iwamatsu, Hidetoshi, Kubota, Kaori, Soejima, Yuichi, Moritani, Yuuki, Ohshima, Tomohito, Ohashi, Hiroyuki, Tanaka, Junpei, Sasada, Mahito, Arai, Akira, Nakajima, Kazuhiro, Kiyota, Seiichiro, Tanabe, Kenji, Imamura, Kazuyoshi, Kunitomi, Nanae, Kunihiro, Kenji, Taguchi, Hiroki, Yamada, Norimi, Nishi, Yuichi, Tanaka, Sawa, Ueoka, Rie, Yasui, Hideki, Maruoka, Koichi, Oksanen, Arto, Moilanen, Marko, Monard, Berto, Itoh, Hiroshi, Dubovsky, Pavol A., Kudzej, Igor, Bolt, Greg, Boyd, David, Nelson, Peter, Krajci, Thomas, Torii, Ken’ichi, Starkey, Donn R., Shears, Jeremy, Masi, Gianluca, Hynek, Tomáš, Novák, Rudolf, Kocián, Radek, Kolasa, Marek, Staels, Bart, Miller, Ian, Ponthière, Pierre de, Miyashita, Atsushi, Brady, Steve, Santallo, Roland, Martin, Brian, Buczynski, Denis, Richmond, Michael, Kern, Jim, Crabtree, Dustin, Beaulieu, Kevin, Davis, Tracy, Andreev, Maksim, Koppelman, Michael D., Ögmen, Yenal, Heathcote, Bernard, Retter, Alon, Mularczyk, Krzysztof, Olech, Arkadiusz, Kedzierski, Piotr, Stockdale, Chris, Virtanen, Jani, Hambsch, Franz-Josef, Garradd, Gordon, Gualdoni, Carlo, Geary, Keith, Omodaka, Toshihiro, Sakai, Nobuyuki, Cárdenas, A. A., Gazeas, Kosmas D., Niarchos, Panos G., Yushchenko, Alexander V., Mallia, Franco, Good, Gerry A., Walker, Stan, James, Nick, Douzu, Ken-ichi, Julian, Wm Mack, Butterworth, Neil D., Shugarov, Sergey Yu, Volkov, Igor, Chochol, Drahomir, Katysheva, Natalia, Rosenbush, Alexander E., Khramtsova, Maria, Kehusmaa, Petri, Reszelski, Maciej, Liller, William, Simonsen, Mike, Stubbings, Rod, Schmeer, Patrick, Poyner, Gary, Kriebel, and Wolfgang

“…We systematically surveyed period variations of superhumps in SU UMa-type dwarf novae based on newly obtained data and past publications. In many systems, the…”
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Survey of Period Variations of Superhumps in SU UMa-Type Dwarf Novae. II The Second Year (2009–2010) by Kato, Taichi, Maehara, Hiroyuki, Uemura, Makoto, Henden, Arne, De Miguel, Enrique, Miller, Ian, Dubovsky, Pavol A., Kudzej, Igor, Kiyota, Seiichiro, Hambsch, Franz-Josef, Tanabe, Kenji, Imamura, Kazuyoshi, Kunitomi, Nanae, Takagi, Ryosuke, Nose, Mikiha, Akazawa, Hidehiko, Masi, Gianluca, Nakagawa, Shinichi, Iino, Eriko, Noguchi, Ryo, Matsumoto, Katsura, Fujii, Daichi, Kobayashi, Hiroshi, Ogura, Kazuyuki, Ohtomo, Sachi, Yamashita, Kousei, Yanagisawa, Hirofumi, Itoh, Hiroshi, Bolt, Greg, Monard, Berto, Ohshima, Tomohito, Shears, Jeremy, Ruiz, Javier, Imada, Akira, Oksanen, Arto, Nelson, Peter, Gomez, Tomas L., Staels, Bart, Boyd, David, Voloshina, Irina B., Krajci, Thomas, Crawford, Tim, Stockdale, Chris, Richmond, Michael, Morelle, Etienne, NovÁk, Rudolf, Nogami, Daisaku, Ishioka, Ryoko, Brady, Steve, Simonsen, Mike, Pavlenko, Elena P., Ringwald, Frederick A., Kuramoto, Tetsuya, Miyashita, Atsushi, Pickard, Roger D., Hynek, Tomáš, Dvorak, Shawn, Stubbings, Rod, Muyllaert, Eddy

“…Continued from Kato et al. (2009, PASJ, 61, S395), we collected the times of superhump maxima for 68 SU UMa-type dwarf novae, mainly observed during the…”
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Torelli theorem for the parabolic Deligne–Hitchin moduli space by Alfaya, David, Gómez, Tomás L.

“…We prove that, given the isomorphism class of the parabolic Deligne–Hitchin moduli space over a smooth projective curve, we can recover the isomorphism class…”
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Automorphism group of the moduli space of parabolic bundles over a curve by Alfaya, David, Gomez, Tomas L

“…Advances in Mathematics 393 (2021) 108070 We find the automorphism group of the moduli space of parabolic bundles on a smooth curve (with fixed determinant and…”
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Automorphisms of a Symmetric Product of a Curve (with an Appendix by Najmuddin Fakhruddin) by Biswas, Indranil, Gómez, Tomás L.

“…Let X be an irreducible smooth projective curve of genus g>2 defined over an algebraically closed field of characteristic different from two. We prove that the…”
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On vector bundles over moduli spaces trivial on Hecke curves by Biswas, Indranil, Gomez, Tomas L

“…Let $M_X(r,\xi)$ be the moduli space of stable vector bundles, on a smooth complex projective curve $X$, of rank $r$ and fixed determinant $\xi$ such that…”
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Poisson structure on the moduli spaces of sheaves of pure dimension one on a surface by Biswas, Indranil, Gomez, Tomas L

“…Let S be a smooth complex projective surface equipped with a Poisson structure s and also a polarization H. The moduli space M_H(S,P) of stable sheaves on S…”
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Stability of symplectic and orthogonal Poincaré bundles by Biswas, Indranil, Gómez, Tomás L.

“…Let L be a line bundle on a smooth complex projective curve X. Let ML be the moduli space of regularly stable orthogonal or symplectic bundles of rank r on X…”
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Automorphisms of moduli spaces of vector bundles over a curve by Biswas, Indranil, Gómez, Tomás L., Muñoz, Vicente

“…Let X be an irreducible smooth complex projective curve of genus g≥4. Let M(r,Λ) be the moduli space of stable vector bundles E⟶X or rank r and fixed…”
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Semistability of Principal Bundles on a Kähler Manifold with a Non-Connected Structure Group by Biswas, Indranil

“…We investigate principal G-bundles on a compact Kähler manifold, where G is a complex algebraic group such that the connected component of it containing the…”
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Torelli theorem for the Deligne–Hitchin moduli space. II by Biswas, Indranil, Gómez, Tomás L.

“…Let X and X' be compact Riemann surfaces of genus at least three. Let G and G' be nontrivial connected semisimple linear algebraic groups over \mathbb C . If…”
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