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Floer theory and metrics in symplectic and contact topology Egor Shelukhin IAS Princeton September 27 2016 Changing geometrytopology requires energy 0 1 2 3 4 5 f g inf ψ∈Diff0S1…
Einstein Metrics Harmonic Forms Symplectic Four-Manifolds Claude LeBrun Stony Brook University Sardegna 2014920 1 Definition A Riemannian metric h is said to be Einstein…
Quantitative symplectic geometry K. Cieliebak, H. Hofer, J. Latschev and F. Schlenk ∗ June 9, 2005 A symplectic manifold M,ω is a smooth manifold M endowed with a non-…
EECS 142 Lecture 8: Distortion Metrics Prof. Ali M. Niknejad University of California, Berkeley Copyright c© 2005 by Ali M. Niknejad A. M. Niknejad University of California,…
Holomorphic symplectic geometry Arnaud Beauville Université de Nice Lisbon March 2011 Arnaud Beauville Holomorphic symplectic geometry I Symplectic structure Definition…
CAREER: Symplectic Duality 1 Introduction A symplectic algebraic variety or simply symplectic variety is a normal variety N equipped with an algebraic symplectic form ω…
Displacing pre-Lagrangians in contact toric manifolds. Milena Pabiniak, IST Lisbon based on a joint work with Aleksandra Marinković AMS-EMS-SPM Meeting, June 11, 2015 Displaceability…
Slide 1 LAKE AND STREAM METRICS LAKE MORPHOMETRIC PARAMETERS MAXIMUM LENGTH (Lmax) MAXIMUM WIDTH (Wmax) SURFACE AREA (A) VOLUME (V) MAXIMUM DEPTH (X) MEAN DEPTH (V/A) RELATIVE…
NON-CONTRACTIBLE PERIODIC TRAJECTORIES OF SYMPLECTIC VECTOR FIELDS FLOER COHOMOLOGY AND SYMPLECTIC TORSION Dan Burghelea and Stefan Haller preliminary version Abstract For…
� � 8. Symplectic reflection algebras 8.1. The definition of symplectic reflection algebras. Rational Cherednik algebras for finite Coxeter groups are a special case…
Invent math 2009 177: 571–597 DOI 101007s00222-009-0190-x Semitoric integrable systems on symplectic 4-manifolds Alvaro Pelayo · San Vũ Ngoc Received: 13 June 2008 Accepted:…
Performance Metrics and Theoretical asymptotic bounds of sort algorithms4.3 Performance Metrics and Decorator Patterns 147 • Merge sort — Θ(n lgn) •
Steven F. Ashby Center for Applied Scientific Computing Month DD, 1997• Dot matrix Data Mining 2018 – Computer Science & Engineering, University of Ioannina
Mathematical Institute of Polish Academy of Sciences Sniadeckich St. 8, 00-950 Warsaw, Poland To my wife Larysa 0 Introduction A smooth manifold M is endowed by a Poisson
Symplectic 4--manifolds with = 0Seminar Talk Florida State University October 24, 2008 Stefano Vidussi (joint w. Stefan Friedl) Symplectic 4–manifolds with κ
Introduction to symplectic topology Lecture notes 1. Linear symplectic geometry. 1.1. Let V be a vector space and ω a non-degenerate skew-symmetric bilinear form on V .…
Lagrangian Intersections in Toric Manifolds Miguel Abreu emphasis on joint work with Leonardo Macarini - UFRJ arXiv:11050640 Center for Mathematical Analysis Geometry and…
Advanced Studies in Pure Mathematics 99, 20XX Title pp. 1–24 On symplectic hypersurfaces M. Lehn, Y. Namikawa, Ch. Sorger, and D. van Straten §1. Introduction A symplectic…
Introduction to symplectic topology Lecture notes 1 Linear symplectic geometry 11 Let V be a vector space and ω a non-degenerate skew-symmetric bilinear form on V Such ω…
Aleksander Doan Thomas Walpuski 2019-10-27 Abstract Based on computations of Pandharipande [Pan99], Zinger [Zin11] proved that the Gopakumar– Vafa BPS invariants BPSA,(X