Franz pedit tuebingen. Click here to see the students l...
- Franz pedit tuebingen. Click here to see the students listed in chronological order. of Geometry and Topology - Univ. J. Using non-Abelian Hodge theory for parabolic Higgs bundles, we construct infinitely many non-congruent hyperbolic affine spheres modeled on a thrice-punctured sphere with monodromy in $\\mathrm{SL}_3(\\mathbb{Z})$. Granada) Network Lab View Statistics Email Alert RSS Feed ProfileProfil PublicationsPublikationen Projects APIs Franz Pedit Visiting Researcher (past) Home institution: University of Massachusetts, Amherst Dates of visits: Computer generated images and animations will aid the discussion. title: creator: Pedit, Franz (author) subjects: Kinder-Uni, Universität Tübingen, Seifenblasen, Mathematik, Luft, Seifenblasenfenster, rund, Franz Pedit alt. Quaternionic holomorphic geometry: Plücker formula, Dirac eigenvalue estimates and energy estimates of harmonic tori. Pleasant Street, Amherst MA 01003-9305, USA Design Comparison of Four-Layer Full-Nb-Sn and Hybrid Nb-Sn/NbTi Cos-Theta Dipoles for the CERN High Field Magnet R&D Programme Senator Mathematics & Statistics Faculty Member Contact Email Email Location LGRT Faculty Senate Office of the Faculty Senate 105 Hampshire House 131 County Circle University of Massachusetts Amherst, MA 01003 Loop Groups and Harmonic Maps (Lecture 1) by Franz Pedit International Centre for Theoretical Sciences 70. 2 (1997), 313-333 Udo Hertrich-Jeromin and Franz Pedit alt. To submit students of this mathematician, please use the new data form, noting this mathematician's MGP ID of 47226 for the advisor ID. Pedit, Franz; Bohle, Christoph(2012) Darboux transforms and spectral curves Darboux transforms and spectral curves of constant mean curvature surfaces revisited Public profile of Franz Pedit (University of Tuebingen (Germany) and University of Massachussets, Amherst (USA)) | Geometry Seminar, Dept. edu Phone: 413-545-0824 Research Field: Differential geometry Conformal maps from a 2-torus to the 4-sphere Bohle, Christoph; Leschke, Katrin; Pedit, Franz; Pinkall, Ulrich(2012) Darboux transforms and spectral curves Darboux transforms and spectral curves of constant mean curvature surfaces revisited Carberry, E. of Granada. Pedit, U. Burstall, Dirk Ferus, Franz Pedit, Ulrich Pinkall|From volume 138-1 Professor Dr. ; Pedit, Franz J. Manual changes to the list will be removed on the next update! Die Website des Radsportvereins RV Pfeil Tübingen. umass. The Euler Lagrange equations are PDEs… Computer generated images and animations will aid the discussion. This list is periodically updated by a bot. Research interests: Faith and Reason, Faith, and Science Fiction and Fantasy. alt. (2013) If you have additional information or corrections regarding this mathematician, please use the update form. Show that the tautological bundle Experimental Cognitive Science / Volker Franz: Research on biological information processing and statistical research methods. Pleasant Street, Amherst MA 01003-9305, USA D OCUMENTA M ATHEMATICA , Vol. Problem 2. title: creator: Pedit, Franz (author) subjects: Kinder-Uni, Universität Tübingen, Seifenblasen, Mathematik, Luft, Seifenblasenfenster, rund, Franz Pedit The joint math/physics seminar meets Monday 1:15-2:30 pm in the Colloquium Room LGRT 1681 with speakers alternating between math and physics. I am working on minimal and constant mean curvature surfaces, Willmore surfaces and, more generally, harmonic maps from Riemann surfaces, using a combination of methods from integrable systems theory, Riemann surface theory, geometric analysis, and gauge theory. Conclude that the tautological bundle over 1 CP has no holomorphic sections, and that there are no (global) holomorphic di erentials on the Riemann sphere. University of T ̈ubingen We will discuss the relevance of the spectral curve construction for conformally immersed tori to global problems in surface geometry and indicate how to extend these ideas to conformally immersed surfaces of arbitrary genus. Let M be a compact Riemann surface and L ! M a holomorphic line bundle (admitting non-trivial meromorphic sections). The overall motto for the seminar is best summarized by Galileo Galilei: Philosophy is written in that gigantic book which is perpetually open in front of our eyes (I allude to the universe), but no one can alt. title: Das Jahr der Mathematik creator: Hofmann, Norbert (author) subjects: Campus TV, Universität Tübingen, Mathematik, Jürgen Hausen, Maren Reimold, Franz Pedit, Mathematikstudium, Ehrendoktorwürde, Möbiusband description: Talk entitled Integrable systems aspects of Willmore surfaces, given by Franz Pedit (University of Tuebingen (Germany) and University of Massachussets, Amherst (USA)) | Geometry Seminar (Dept Geometry and Topology, Univ. These give rise to non-isometric semi-flat Calabi-Yau metrics on special Lagrangian torus bundles over an open ball in $\\mathbb{R}^{3}$ minus a Y-vertex, thereby answering a Loop Groups and Harmonic Maps (Lecture 2) by Franz Pedit International Centre for Theoretical Sciences 70. title: creator: Pedit, Franz (author) subjects: Kinder-Uni, Universität Tübingen, Seifenblasen, Mathematik, Luft, Seifenblasenfenster, rund, Franz Pedit Problem 1. About the Speaker: Franz Pedit is Professor of Mathematics at the University of Massachusetts Amherst. 1987 Post Doc University of North Carolina Chapel HIll. We propose an approach to discrete conformality that is based on the concept of holomorphic line bundles over “discrete surfaces”, by which we mean the vertex sets Franz Pedit at the University of Massachusetts Amherst (UMass) in Amherst, Massachusetts teaches MATH 132H - Honors Calculus II, MATH 300 - Fundamental Concepts of Mathematics, MATH 370 - Writing in Mathematics, MATH 475 - History of Mathematics, MATH 491A - Sem-Putnam Exam Prep, MATH 523H - Int Mod Analysis I, MATH 524 - Introduction to Modern Analysis II, MATH 697B - ST- Intro Riemann Perfil público de Franz Pedit (University of Tuebingen (Germany) and University of Massachussets, Amherst (USA)) | Seminario de Geometría (Dpto. According to our current on-line database, Franz Pedit has 8 students and 13 descendants. franz-j Published as: Pedit, Franz; Pedit, F. 报告题目: Constrained Willmore Surfaces: Theory and Experiment 报告人: Franz Pedit (University of Tuebingen, Germany; University of Massachusetts, Amherst, USA) 时间:2013年12月31日 (星期二)16:00-17:00 地点:理科楼数学系A404 摘要:Constrained Willmore surfaces are critical points for the Willmore energy under variations of the surface preserving its conformal structure Franz Pedit: 2 Followers, 2 Following, 78 Research papers. Network Lab View Statistics Email Alert RSS Feed ProfileProfil PublicationsPublikationen Projects APIs Franz 1 reference based on heuristic inferred from person's full name family name Pedit 1 reference based on heuristic inferred from person's full name date of birth 1957 1 reference stated in Integrated Authority File 141832878 8 March 2023 occupation mathematician 0 references employer University of Massachusetts Amherst 1 reference 8 March Franz Pedit Office: LGRT 1590 (formerly 1542) Email: pedit@math. The most important surface classes are those which arise form variational problems, for example, minimal surfaces which are critical points of the area functional. title: creator: Pedit, Franz (author) subjects: Kinder-Uni, Universität Tübingen, Seifenblasen, Mathematik, Luft, Seifenblasenfenster, rund, Franz Pedit Professor Dr. (2013) Conformal maps from a 2-torus to the 4-sphere Pedit, Franz; Bohle, Christoph(2012) Darboux transforms and spectral curves Darboux transforms and spectral curves of constant mean curvature surfaces revisited Pedit, Franz(2013) Franz PEDIT | Cited by 1,865 | of University of Massachusetts Amherst, MA (UMass Amherst) | Read 72 publications | Contact Franz PEDIT Franz Pedit is a professor in the Department of Mathematics and Statistics. Granada) Darboux transforms and spectral curves of constant mean curvature surfaces revisited Authors: Emma Carberry, Katrin Leschke, Franz Pedit Abstract: We study the geometric properties of Darboux transforms of constant mean curvature (CMC) surfaces and use these transforms to obtain an algebro-geometric representation of constant mean curvature tori. Show that the geodesic ow on a surface of revolution M R3 is completely integrable. Geometría y Topología, Univ. ; Pedit, F. Professor Dr. title: creator: Pedit, Franz (author) subjects: Kinder-Uni, Universität Tübingen, Seifenblasen, Mathematik, Luft, Seifenblasenfenster, rund, Franz Pedit 1074260260 3 November 2023 occupation mathematician 1 reference stated in Integrated Authority File 1074260260 3 November 2023 educated at University of Tübingen 1 reference stated in Mathematics Genealogy Project doctoral advisor Franz Pedit 1 reference stated in Mathematics Genealogy Project Martin Ulrich Schmidt 1 reference stated in . What is the phase space? Find the independent and Poisson commuting integrals of motion. For questions contact Franz Pedit (@email). 4K subscribers Subscribe Classical integrable systems from physics Problem 1. 报告人: Franz Pedit (University of Tuebingen, Germany; University of Massachusetts, Amherst, USA) 时间:2013年12月26日 (星期四)16:00-17:00 地点:理科楼数学系A404 摘要: Starting from Hopf's observation that compact genus zero CMC surfaces in 3-space have to be round spheres, we will discuss the alt. Granada). ，现任职于马萨诸塞大学阿默斯特分校，曾任职于北卡罗来纳大学教堂山分校、柏林理工大学等机构，个人H指数为13，累计发表论文28篇，论文总被引数累计437次，主要研究方向涵盖物理学与天文学等领域，在Inventiones Mathematicae、Duke Mathematical Journal和 Campus TV Hofmann, Norbert(2008) Time:Url: clipboard Information title: Campus TV alt. Conformal maps from a 2-torus to the 4-sphere Bohle, Christoph; Leschke, Katrin; Pedit, Franz; Pinkall, Ulrich(2012) Darboux transforms and spectral curves Darboux transforms and spectral curves of constant mean curvature surfaces revisited Carberry, E. Leschke, F. ; Leschke, K. Public profile of Franz Pedit (University of Tuebingen (Germany) and University of Massachussets, Amherst (USA)) | Geometry Seminar, Dept. Externe Links: Gemeinsame Normdatei (GND) im Katalog der Deutschen Nationalbibliothek Virtual International Authority File (VIAF) Wikidata International Standard Name Identifier (ISNI) Mehr anzeigen Seite teilen: SMRI Seminar, Thursday 24 August Franz Pedit, University of Massachusetts, Amherst Abstract: The study of properties of surfaces in space has historically been a fertile ground for advances in Co-Author Distance Author ID: pedit. D. moreless Documents Indexed: 46 Publications since 1987, including 3 Books and 3 Additional arXiv Preprints 2 Contributions as Editor Co-Authors: 38 Co-Authors with 45 Joint Publications 612 Co-Co-Authors all top 5 Harmonic tori in symmetric spaces and commuting Hamiltonian systems on loop algebras Pages 173-212 by Francis E. Pinkall. The study of properties of surfaces in space has historically been a fertile ground for advances in topology, analysis, geometry, Lie theory, and mathematical physics. I will explain how to construct examples of high genus minimal Lagrangian surfaces in $CP^2$ using a combination of methods from integrable systems, loop groups, and Conformal maps from a 2-torus to the 4-sphere Bohle, Christoph; Leschke, Katrin; Pedit, Franz; Pinkall, Ulrich(2012) Darboux transforms and spectral curves Darboux transforms and spectral curves of constant mean curvature surfaces revisited Carberry, E. Ferus, K. Show that the geodesic ow on an open set M R2 with Riemann-ian metric ds2 = (f(x) + g(y))(dx2 + dy2) is completely integrable. Pleasant Street, Amherst MA 01003-9305, USA Pedit, Franz J. Organisation von Radtreffs, Eintages- und Mehrtagestouren mit Rennrad und Mountainbike. A service of the NDSU Department of Mathematics, in association with the American Mathematical Society. Franz Pedit, Department of Mathematics and Statistics, 710 N. Franz Pedit is a professor in the Mathematics department at University of Massachusetts - Amherst - see what their students are saying about them or leave a rating yourself. (2013) Conformal maps from a 2-torus to the 4-sphere Bohle, Christoph; Leschke, Katrin; Pedit, Franz; Pinkall, Ulrich(2012) Darboux transforms and spectral curves Darboux transforms and spectral curves of constant mean curvature surfaces revisited Carberry, E. 4K subscribers Subscribe Finding appropriate notions of discrete holomorphic maps and, more generally, conformal immersions of discrete Riemann surfaces into 3-space is an important problem of discrete differential geometry and computer visualization. We welcome any additional information. Show the Kodaira vanishing theorem: if deg L < 0 then H0(M; L) = 0. (2013) According to our current on-line database, Franz Pedit has 8 students and 13 descendants. Talk entitled Conformal Willmore flow, given by Franz Pedit (University of Tuebingen (Germany) and University of Massachussets, Amherst (USA)) | Geometry Seminar (Dept Geometry and Topology, Univ. 报告题目: Constant mean curvature surfaces: an integrable perspective. If you have additional information or corrections regarding this mathematician, please use the update form. tp1qi, kqlqk, poq8, yy7zc, vpqt, nkbmr2, gulgix, dmutf, zt7d, ngq4,