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INFINITELY MANY POSITIVE SOLUTIONS OF FRACTIONAL NONLINEAR SCHRÖDINGER EQUATIONS WITH NON-SYMMETRIC POTENTIALS WEIWEI AO, JUNCHENG WEI, AND WEN YANG ABSTRACT. We consider…

PHYS598PTD AJLeggett 2013 Lecture 27 The ν = 52 fractional quantum Hall effect 1 The ν = 52 fractional quantum Hall effect 1 As we have seen the vast majority of quantum…

Simple Mechanical Fractional Derivative Models 1 Friedrich, C., H. Schiessel, et al. 1999. Constitutive behavior modeling and fractional derivatives. Rheology Series: 429-466.…

Pornpinun Chantapacdepong Fractional Integration and the forward premium puzzle. Thammasat University, 6 May 2008. 1. Concepts and motivation The forward premium puzzle is…

I ESCUELA SUPERIOR POLITÉCNICA DEL LITORAL FACULTAD DE INGENIERÍA EN ELECTRICIDAD Y COMPUTACIÓN “Control por internet del robot Pololu 3π mediante el modem GSM Narobo…

Economics of Inequality (Master PPD & APE, Paris School of Economics) Thomas Piketty Academic year 2013-2014   Economics of Inequality (Master PPD & APE, Paris School…

Seminar Martingale Mario Guth April 2015 Geometric stochastic Seite 2 Seminary Martingale April 2015 Index Conditional Expectation Martingales References Seite 3 Seminary…

Discussion on “Generalized fractional smoothness and Lp-variation of BSDEs with non-Lipschitz terminal condition” B. Bouchard Ceremade - Univ. Paris-Dauphine, and, Crest…

Direct observation of anyonic braiding statistics at the ν=13 fractional quantum Hall state J. Nakamura,1, 2 S. Liang,1, 2 G. C. Gardner,2, 3 and M. J. Manfra1, 2, 4, 3,…

4 Euler-Maclaurin Summation Formula 4.1 Bernoulli Number & Bernoulli Polynomial 4.1.1 Definition of Bernoulli Number Bernoulli numbers Bk ( )k =1,2,3, are defined…

Ελεύθερες ρίζες→ενδογενώς ρ ς ρ ζ ς γ ς παραγόμενες (προιόντα του μεταβολισμού) →εξωγενώς παραγόμενες…

W 11-MAPS WITH VALUES INTO S1 Häim Brezis12 Petru Mironescu3 and Augusto C Ponce12 Dedicated to François Treves with esteem and friendship 1 Introduction Let G ⊂ R3…

REI Summer Fellowship Biostatistics Biostatistics Case Studies 2014 Youngju Pak, PhD. Biostatistician [email protected] Session 2: Sample Size & Power for Inequality…

VARIATIONAL FORMULATION OF PROBLEMS INVOLVING FRACTIONAL ORDER DIFFERENTIAL OPERATORS BANGTI JIN, RAYTCHO LAZAROV, JOSEPH PASCIAK, AND WILLIAM RUNDELL Abstract. In this work,…

Portfolio Optimisation under Transaction Costs W Schachermayer University of Vienna Faculty of Mathematics joint work with Ch Czichowsky Univ Vienna J Muhle-Karbe ETH Zürich…

Fractional differentiability over non-Archimedean �elds Enno Nagel These note accompany my talk about non-Archimedean fractional differ- entiability in the realms of the…

ANALYSIS TOOLS WITH APPLICATIONS 493 27. Sobolev Inequalities 27.1. Morrey’s Inequality. Notation 27.1. Let Sd−1 be the sphere of radius one centered at zero inside Rd.…

Finding Sparse Cuts via Cheeger Inequalities for Higher Eigenvalues Anand Louis ∗, Prasad Raghavendra †, Prasad Tetali ‡, Santosh Vempala∗ Abstract Cheeger’s fundamental…

Quantitative stability for the Brunn-Minkowski inequality Alessio Figalli∗ and David Jerison† Abstract We prove a quantitative stability result for the Brunn-Minkowski…

Vojta’s inequality implies Mordell MA 254 notes: Diophantine Geometry Distilled from Hindry-Silverman Dan Abramovich Brown University March 20 2016 Abramovich MA 254 notes:…