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Almost optimal sparsification of random geometric graphs Nicolas Broutin∗ Luc Devroye† Gábor Lugosi‡ November 23 2014 Abstract A random geometric irrigation graph…

Lagrangian dynamics and statistical geometric structure of turbulence Charles Meneveau, Yi Li Laurent Chevillard Mechanical Engineering 2 variations on a theme: z = −z…

Holonomy groups Thomas Leistner Mathematics Colloquium School of Mathematics and Physics The University of Queensland October 31 2011 May 28 2012 117 The notion of holonomy…

Logistic Regression and Generalized Linear Models Sridhar Mahadevan [email protected] University of Massachusetts ©Sridhar Mahadevan: CMPSCI 689 – p. 1/29 Topics Generative…

Multiplication and Translation Formulas for the Generalized Hypergeometric Functions and Their Applications Zhongfeng Sun and Huizeng Qin Abstract—In his paper, the following…

Generalized additive models STAT 705 Introduction to generalized additive models Timothy Hanson Department of Statistics University of South Carolina Stat 705: Data Analysis…

Towards U(N |M) knot invariant from ABJM theory Taro Kimura Institut de Physique Théorique, CEA Saclay Mathematical Physics Laboratory, RIKEN Based on a collaboration with…

δRamaiah Institute of Technology, Bangalore, [email protected] βInfineon Technologies, [email protected] Abstract—Cuk and SEPIC are some of the

Henon-Heiles system 5 J. Bouchier blvd., 1164 Sofia, Bulgaria Abstract In recent paper Fakkousy et al. show that the 3D Henon-Heiles system with Hamiltonian H = 1 2(p 2 1

HDJFS_5020027 1..13Research Article Common Fixed Point Results for Generalized ðg − αsp, ψ, φÞ Contractive Mappings with Applications Jianju

The Planet/Star Flux Ratio for wide-separation extra-solar giant planets (EGPs) depends upon:  Geometric albedo (Ag), Phase Function (Φ (α)), Keplerian elements, Epoch…

LECTURE NOTES ON GEOMETRIC FEATURES OF THE ALLEN–CAHN EQUATION (PRINCETON, 2019) OTIS CHODOSH Contents 1. Overview 2 2. Introduction to the Allen–Cahn equation

A Geometric Approach to Statistical Learning Theory Shahar Mendelson Centre for Mathematics and its Applications The Australian National University Canberra, Australia What…

Ergodicity bounded holomorphic functions and geometric structures in rigidity results on bounded symmetric domains Ngaiming MOK The University of Hong Kong ICCM Hangzhou…

QUANTIZATION OF NON-GEOMETRIC FLUX BACKGROUNDS Richard Szabo Heriot–Watt University Edinburgh Maxwell Institute for Mathematical Sciences Workshop on Nonassociativity in…

The Generalized Newtonian Fluid - Isothermal Flows 10531 2341 ! Spring 2014! MIT! Cambridge MA 02139! •  Constitutive Equations! •  Viscosity Models! •  Solution…

Journal of Symbolic Computation 42 2007 771–791 wwwelseviercomlocatejsc Generalized power series solutions to linear partial differential equations Joris van der Hoeven∗…

Generalized M-Fluctuation Tests for Parameter Instability Achim Zeileis Kurt Hornik Contents ❆ Model frame ❆ “Philosophy” of generalized fluctuation tests ❆ Generalized…

ar X iv :d g- ga /9 50 60 08 v2 2 5 Se p 19 96 THE CENTRALIZER OF INVARIANT FUNCTIONS AND DIVISION PROPERTIES OF THE MOMENT MAP YAEL KARSHON AND EUGENE LERMAN Abstract. Let…

Geometry Topology XX 20XX 1001–999 1001 A formula for the Θ-invariant from Heegaard diagrams CHRISTINE LESCOP The Θ-invariant is the simplest 3-manifold invariant defined…