Search results for Smooth 4-Manifolds: 2011 - users.math.msu.edu Smooth 4-Manifolds: 2011 Ron Fintushel Michigan State

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

Yiannis Petridis1,2 1The Graduate Center and Lehman College City University of New York 2Max-Planck-Institut fur Mathematik, Bonn Outline Systems in physics i~ ∂ Separate

ALMOST REGULAR CONTACT MANIFOLDS C. B. THOMAS If M2n+1 is a C°°-manifold such that a 1-form ω of class C°° is defined over M with the property that

Ofer Dekel, Shai Shalev-Shwartz, Yoram Singer School of Computer Science and Engineering The Hebrew University {oferd,shais,singer}@cs.huji.ac.il COLT 2003: The Sixteenth…

COLLAPSING RIEMANNIAN MANIFOLDS TO ONES OF LOWER DIMENSIONS KENJI FUKAYA 0. Introduction In [7], Gromov introduced a notion, Hausdorff distance, between two metric spaces.

doi.10.1112/10.1112/S00246107..0....?Journal of Topology 5 (2012) 977–1010 C2012 London Mathematical Society doi:10.1112/jtopol/jts026 Stable complexity and simplicial

Graphs, Surfaces, 3-Manifolds with: Byoungwook Jang Pratap Luitel Maggy Tomova Alex Zupan Scott Taylor Colby College Definition: A θ-graph is the connected union of two…

Numerical Solution of a Non-Smooth Eigenvalue Problem An Operator-Splitting Approach A. Caboussat & R. Glowinski 1. Formulation. Motivation Our main objective is the…

CD34 and α smooth muscle actin distinguish verrucous hyperplasia from verrucous carcinomaVol. 117 No. 4 April 2014 CD34 and a smooth muscle actin distinguish verrucous

ecta4584.dviA SMOOTH MODEL OF DECISION MAKING UNDER AMBIGUITY BY PETER KLIBANOFF, MASSIMO MARINACCI, AND SUJOY MUKERJI1 We propose and characterize a model of preferences

AUTONOMIC DRUGS: ADRENOCEPTOR AGONISTS AND SYMPATHOMIMETICS Lecture 4 Introduction (review)  5 key features of neurotransmitter function, which can be targets for pharmacotherapy…

Normally hyperbolic invariant manifolds near strong double resonance February 7, 2012 Abstract In the present paper we consider a generic perturbation of a nearly integrable…

Variational convergence on Riemannian manifolds Stochastic Analysis and Applications Sendai, Miyagi, Japan Jun Masamune @ Tohoku University August 31, 2015 Space: Weighted…

Prologue Classical Calderón φ-Manifolds with Boundary An Example φ-Calderón Epilogue Calderón Projectors on φ-Manifolds with Boundary Karsten Fritzsch1 ongoing joint…

Volume and Angle Structures on closed 3-manifolds Feng Luo Rutgers University May, 18, 2006 Georgia Topology Conference Conventions and Notations 1. Hn, Sn, En n-dim hyperbolic,…

HONGBIN SUN AND ZHONGZI WANG Abstract. Let π = π1(M) for a compact 3-manifold M , and let χ4, p and q∗ be the invariants of Hausmann-Weinberger, Kotschick

MARC CULLER AND PETER B. SHALEN Abstract. Let M be a complete, finite-volume, orientable hyperbolic manifold having exactly one cusp. If we assume that π1(M) has no subgroup

Eigenfunction Lp Estimates on Manifolds of Con- stant Negative CurvatureEigenfunction Lp Estimates on Manifolds of Con- stant Negative Curvature Melissa Tacy [email protected]

STEVEN P. KERCKHOFF AND PETER A. STORM Abstract. Let W be a compact hyperbolic n-manifold with totally geodesic boundary. We prove that if n > 3 then the holonomy representation

Symplectic 4-manifolds with non-positive Kodaira dimensionTian-Jun Li Symplectic Kodaira dimension κ = −∞ 2 κ = −∞ Classification Some