Chris wendl math
WebSep 16, 2010 · Janko Latschev, Chris Wendl We extract a nonnegative integer-valued invariant, which we call the "order of algebraic torsion", from the Symplectic Field Theory … WebGromov-Witten theory lies in the intersection of three subbranches of mathematics: symplectic geometry, algebraic geometry, and mathematical physics. This course will focus mainly on the symplectic perspective, but it may also be of interest to students and researchers from the other two subjects. ... Chris Wendl's homepage ...
Chris wendl math
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WebChris Wendl Search Results Annals of Mathematics Search Results for: Transversality and super-rigidity for multiply covered holomorphic curves We develop new techniques … WebWendl, Chris: New York University: 2005: 3: Yang, Dingyu: New York University: 2014: According to our current on-line database, Helmut Hofer has 21 students and 60 descendants. ... Mathematics Genealogy Project Department of Mathematics North Dakota State University P. O. Box 6050
WebThe proofs are based on a general stratification result for moduli spaces of multple covers, framed in terms of a representation-theoretic splitting of Cauchy-Riemann operators with symmetries. by Chris Wendl From To appear in forthcoming issues. To appear in forthcoming issues. 1. WebInstitution Humboldt-Universität → Präsidium → Mathematisch-Naturwissenschaftliche Fakultät → Institut für Mathematik → Differentialgeometrie und Globale Analysis
WebJul 28, 2014 · Intersection theory of punctured holomorphic curves and applications (Richard Siefring and Chris Wendl) Overview: Most applications of pseudoholomorphic curves to symplectic 4-manifolds have depended heavily on positivity of intersections and the adjunction formula, which give homotopy-invariant criteria for closed holomorphic curves … WebChris Wendl: publications Publications preprints published or accepted other contributions expository / books / lecture notes slides from talks The links below marked "pdf" and "ps" allow you to download the same preprint versions that are also available in the arXiv. Links to online published versions are also
WebSep 14, 2010 · Chris Wendl We generalize the familiar notions of overtwistedness and Giroux torsion in 3-dimensional contact manifolds, defining an infinite hierarchy of local filling obstructions called planar torsion, whose integer-valued order can be interpreted as measuring a gradation in "degrees of tightness" of contact manifolds.
WebChris Wendl Institut für Mathematik Humboldt-Universität zu Berlin Unter den Linden 6 10099 Berlin Germany Büro / office: Rudower Chaussee 25 (Johann von Neumann … Lecture summaries / reading suggestions / exercises (updated every week) . … This page is for my minicourse on "Contact 3-manifolds, holomorphic curves and … Recent conferences of interest. I usually keep on my main page a list of … Abschlussarbeiten / Theses supervised. Doktorarbeiten / Ph.D. Agustin Moreno … Quick links. detailed programme practical information list of participants . … Peter Albers, Kai Cieliebak, Michael Hutchings, Janko Latschev, Klaus … Professor Institut für Mathematik Humboldt-Universität zu Berlin. Büro: Adlershof, … Generic transversality for unbranched covers of closed pseudoholomorphic … Chris Wendl: Short Vita Academic history. 2016 - Professor (W3) for Differential … Speaker: Chris Wendl (UCL) scanned lecture notes: Thursday 24 January, … jica training courseWebChris Wendl MathSciNet Ph.D. New York University2005 Dissertation:Finite Energy Foliations and Surgery on Transverse Links Mathematics Subject Classification: … jica washington dcWebJun 19, 2008 · Chris Wendl We prove that every strong symplectic filling of a planar contact manifold admits a symplectic Lefschetz fibration over the disk, and every strong filling of the 3-torus similarly admits a Lefschetz fibration over the annulus. jica国別分析ペーパー jica country analysis paperWebMichael Christopher Wendl is a mathematician and biomedical engineer who has worked on DNA sequencing theory, [3] covering and matching problems in probability, theoretical fluid mechanics, and co-wrote Phred. [4] He was a scientist on the Human Genome Project and has done bioinformatics and biostatistics work in cancer. jica water supply apply onlineWebNov 25, 2011 · C. Wendl Mathematics 2008 We prove that every strong symplectic filling of a planar contact manifold admits a symplectic Lefschetz fibration over the disk, and every strong filling of T-3 similarly admits a Lefschetz… Expand 137 PDF Weak Symplectic Fillings and Holomorphic Curves K. Niederkruger, C. Wendl Mathematics 2010 jic.blackboard.comWebChris Wendl Spine removal surgery and its applications Spine removal surgery is a topological operation that can be performed on contact manifolds presented as spinal open books, a generalized notion of open books which arise naturally on boundaries of Lefschetz fibrations over Liouville domains. ji case shirtsWebSep 30, 2016 · C. Wendl Published 30 September 2016 Mathematics arXiv: Symplectic Geometry We develop new techniques to study regularity questions for moduli spaces of pseudoholomorphic curves that are multiply covered. jic blackboard login