INDAM Analysis, PDEs and Applications on the occasion of the 70th birthday of Vladimir Maz'ya P R O G R A M. Monday, June 30, 2008
|
|
- Darlene Ford
- 5 years ago
- Views:
Transcription
1 INDAM Analysis, PDEs and Applications on the occasion of the 70th birthday of Vladimir Maz'ya P R O G R A M Monday, June 30, Registration Joint Session, Aula III, Chairman: SBORDONE Opening Ceremony SERRIN, Entire solutions of quasilinear elliptic equations Coffee Break BREZIS, New estimates for circulation integrals and more general integrals of differential forms KISELMAN, Frozen history decoded: reconstructing the climate of the past Joint Session, Aula III, Chairman: BREZIS ROSSMANN, Mixed boundary value problems for Stokes and Navier-Stokes systems in a polyhedral domain SAFAROV, Estimates for the counting function of the Laplacian on with rough boundaries Coffee Break Section 1, Aula III, Chairman: AGRANOVICH SHAPOSHNIKOVA, Higher regularity in the classical layer potential theory for Lipschitz KRESIN, Some sharp estimates for harmonic fields PINCHOVER, On positive solutions and Liouville comparison principle for p- Laplacian-type equations KARLOVICH, Pseudodifferential operators with non-regular symbols on weighted Lebesgue spaces and their applications Section 2, Aula I, Chairman: VAINBERG BALOGH, Navier-Stokes equations with feedback control over subdomain CHEMETOV, Shallow water model for lakes with friction and penetration M. KOHR, Boundary integral method for a Stokes flow past porous bodies
2 VELIEV, On the inverse problem for the multidimensional Schrödinger operator with a periodic potential CHKAUDA, Mixed boundary value dynamic problems of piezoelectricity in with cracks and cuspidal edges VIEIRA, Regularized function theory for the non-stationary Schrödinger quation Section 3, Aula II, Chairman: NATROSHVILI AVALISHVILI, On two-dimensional hierarchical models for thermoelastic prismatic shells CHINCHALADZE, Interaction problem for thin media consisting of deformable solid and fluid parts in zero approximation of hierarchical models MESLOUB, On a nonlinear mixed problem for a coupled system of thermoelasticiy DALLA RIVA, A functional analytic approach for a singularly perturbed nonlinear traction problem in linearized elastostatics RAGOUB, Duality method for a free boundary problem in electrostatics Tuesday, July 1, 2008 Joint Session, Aula III, Chairman: MOSCO VAINBERG, Propagation of waves in networks of thin fibers and slowing down of the light MOVCHAN, Meso-scale approximations and asymptotic treatment of perforated without homogenization BURAGO, Bi-Lipschitz mappings of two-dimensional surfaces Joint Session, Aula III, Chairman: KISELMAN SHNIRELMAN, On the control of fluid flows by small forces MOSCO, Sobolev inequalities and fluctuating geometry VASSILIEV, Dirac equation as a special case of Cosserat elasticity Section 1, Aula III, Chairman: FUSCO MAYBORODA, Regularity properties of solutions to higher order elliptic equations in non-smooth VIVALDI, Irregular conductive layers Coffee Break D. MITREA, On the regularity of Green functions in nonsmooth MAZZUCATO, On transmission problems in generalized polygonal : theory and FEM approximation
3 Section 2, Aula I, Chairman: CIANCHI JAIANI, Systems of linear partial differential equations in cuspidal prismatic MIKHAILOV, About PDE extensions and co-normal derivative operators on Lipschitz NIEVES, Uniform asymptotic approximations for Green's kernels of plane elasticity for with small inclusions SHESTAKOV, Asymptotic behaviour of solutions to elliptic equations on manifolds with cuspidal points PELÁEZ, Embedding theorems for spaces of analytic functions Section 3, Aula II, Chairman: SPECK MARICONDA, Hölder regularity for a classical problem of the calculus of variations ZOGRAPHOPOULOS, Elliptic problems involving weights of Hardy- Rellich type KALVIN, Complex scaling of elliptic boundary value problems in an infinite cylinder BIANCHINI, Convexity principle for elliptic equations ALBERICO, Comparison estimates in anisotropic variational problems Social Dinner Wednesday, July 2, 2008 Joint Session, Aula III, Chairman: GRIGORYAN BURENKOV, Sharp spectral stability estimates for uniformly elliptic differential operators URAL'TSEVA, Regularity for a class of free boundary problems AGRANOVICH, Spectral problems for strongly elliptic systems in bounded Lipschitz JOINT SESSION, AULA III, Chairman: SHNIRELMAN FUSCO, The sharp Sobolev inequality in quantitative form M. MITREA, Optimal well-posedness result for the Stokes system in arbitrary Lipschitz JOINT SESSION, AULA III, Chairman: VERBITSKY VOLBERG, Singular capacities and non-linear capacities SBORDONE, Sobolev homeomorphisms and degenerate elliptic equations Coffee Break
4 Section 1, Aula III, Chairman: VASSILIEV NATROSHVILI, Stress singularity analysis in mathematical problems for piezoelectricmetallic composites TERTIKAS, On Hardy-Sobolev-Maz'ya type of inequalities MCOWEN, The fundamental solution of an elliptic equation in nondivergent form CIALDEA, Criteria for the $L^p$-dissipativity of partial differential operators Section 2, Aula I, Chairman: BURENKOV BORSUK, The transmission problem for quasi-linear elliptic second order equations in a conical domain CARILLO, An operator approach to evolution equations CHERDANTSEV, Spectral convergence for high contrast media with a defect via homogenization LANCIA, Heat propagation across fractal layers APREUTESEI, Optimal control of Lotka-Volterra systems with different cost functionals ALEKSENKO, High frequency limit of the transport cross section and boundedness of the total cross section in scattering by an obstacle with impedance boundary conditions Section 3, Aula II, Chairman: D. MITREA LASSER, Banach spaces of Lipschitz functions induced by Jacobi-translations ALMEIDA, Maximal and potential operators in Morrey spaces with variable exponents TAO, Phase derivatives of Nevanlinna functions with applications HENCL, Homeomorphisms of bounded variation and homeomorphisms in the Sobolev space RAFEIRO, Inversion of the Riesz and Bessel potential operators in weighted variable Lebesgue spaces Section 4, Aula INDAM, Chairman: NETUKA N. SAMKO, Weighted estimates of the Cauchy singular integral operator in Morrey spaces FEDOROVSKIY, Approximation by polynomial solutions of elliptic equations TER ELST, Diffusion determines the manifold G. KOHR, New results in the theory of differential subordination chains in several complex variables. Applications BOLOSTEANU, Integrals of the Cauchy type on nonorientable Riemann surfaces MANGOUBI, Asymptotic geometry of nodal Thursday, July 3, 2008 Joint Session, Aula III, Chairman: URAL'TSEVA KAHANE, PDE, functions and trigonometric series around The case of Lagrange and Fourier
5 CAPUZZO DOLCETTA, Hölder and gradient estimates for viscosity solutions of some nonlinear pde's GRIGORYAN, Heat kernels for some Schrödinger operators Joint Session, Aula III, Chairman: SAFAROV VERBITSKY, Weighted norm inequalities with positive and indefinite weights SCHMIDT, Approximation of pseudodifferential and integral operators NETRUSOV, Estimates for entropy numbers of some Sobolev embeddings Section 1, Aula III, Chairman: M. MITREA S. SAMKO, On classical operators of harmonic analysis in variable exponent spaces NETUKA, Convexity and density properties of harmonic measures in parabolic potential theory Coffee Break SPECK, Boundary value problems for the Helmholtz equation in an octant CIANCHI, Elliptic Neumann problems involving irregular data and Section 2, Aula I, Chairman: TERTIKAS KALAMAJSKA, Gagliardo-Nirenberg inequalities in Orlicz spaces KIM, Hypercyclic and chaotic generalized convolution operators on the space of entire functions SATCO, Solutions for differential inclusions under Henstock integrability hypothesis WALDEMAR, An existence result for a differential inclusion under the determinant constraint SEILER, Bounded H -calculus for pseudodifferential Douglis-Nirenberg systems Section 3, Aula II, Chairman: CIALDEA KRYSZEWSKI, Constrained topological degree and fully nonlinear elliptic boundary value problems RICCIARDI, On the Hölder continuity of solutions of two dimensional elliptic equations HUI, Large time behaviour of solutions of a degenerate fourth order parabolic equation NUORTIO, Regularity theory for parabolic variable exponent PDE GERASIMOV, The regularity for a clamped grid equation in a domain with a corner
Follow links Class Use and other Permissions. For more information, send to:
COPYRIGHT NOTICE: Kari Astala, Tadeusz Iwaniec & Gaven Martin: Elliptic Partial Differential Equations and Quasiconformal Mappings in the Plane is published by Princeton University Press and copyrighted,
More informationTheory of Sobolev Multipliers
Vladimir G. Maz'ya Tatyana 0. Shaposhnikova Theory of Sobolev Multipliers With Applications to Differential and Integral Operators 4) Springer Contents Introduction 1 Part I Description and Properties
More informationMETHODS FOR SOLVING MATHEMATICAL PHYSICS PROBLEMS
METHODS FOR SOLVING MATHEMATICAL PHYSICS PROBLEMS V.I. Agoshkov, P.B. Dubovski, V.P. Shutyaev CAMBRIDGE INTERNATIONAL SCIENCE PUBLISHING Contents PREFACE 1. MAIN PROBLEMS OF MATHEMATICAL PHYSICS 1 Main
More informationNew Trends in Spectral Theory and Applications
New Trends in Spectral Theory and Applications Cardiff, UK, 18 th -20 th December 2010 This meeting celebrates the 80 th birthday of Professor D E Edmunds and the 70 th birthday of Professor W D Evans
More informationHI CAMBRIDGE n S P UNIVERSITY PRESS
Infinite-Dimensional Dynamical Systems An Introduction to Dissipative Parabolic PDEs and the Theory of Global Attractors JAMES C. ROBINSON University of Warwick HI CAMBRIDGE n S P UNIVERSITY PRESS Preface
More informationLeast-Squares Finite Element Methods
Pavel В. Bochev Max D. Gunzburger Least-Squares Finite Element Methods Spri ringer Contents Part I Survey of Variational Principles and Associated Finite Element Methods 1 Classical Variational Methods
More informationIndex. C 2 ( ), 447 C k [a,b], 37 C0 ( ), 618 ( ), 447 CD 2 CN 2
Index advection equation, 29 in three dimensions, 446 advection-diffusion equation, 31 aluminum, 200 angle between two vectors, 58 area integral, 439 automatic step control, 119 back substitution, 604
More informationMETHODS OF THEORETICAL PHYSICS
METHODS OF THEORETICAL PHYSICS Philip M. Morse PROFESSOR OF PHYSICS MASSACHUSETTS INSTITUTE OF TECHNOLOGY Herman Feshbach PROFESSOR OF PHYSICS MASSACHUSETTS INSTITUTE OF TECHNOLOGY PART I: CHAPTERS 1 TO
More informationHypocoercivity and Sensitivity Analysis in Kinetic Equations and Uncertainty Quantification October 2 nd 5 th
Hypocoercivity and Sensitivity Analysis in Kinetic Equations and Uncertainty Quantification October 2 nd 5 th Department of Mathematics, University of Wisconsin Madison Venue: van Vleck Hall 911 Monday,
More informationThe Method of Intrinsic Scaling
The Method of Intrinsic Scaling José Miguel Urbano CMUC, University of Coimbra, Portugal jmurb@mat.uc.pt Spring School in Harmonic Analysis and PDEs Helsinki, June 2 6, 2008 The parabolic p-laplace equation
More informationANALYSIS IN SOBOLEV AND BV SPACES
ж ш Л Fi I /V T I Jf"\ Ik 1 Л 1 ANALYSIS IN SOBOLEV AND BV SPACES APPLICATIONS TO PDES AND OPTIMIZATION Hedy Attouch Universite Montpellier I! Montpellier, France Giuseppe Buttazzo Universitä di Pisa Pisa,
More informationClassical Fourier Analysis
Loukas Grafakos Classical Fourier Analysis Second Edition 4y Springer 1 IP Spaces and Interpolation 1 1.1 V and Weak IP 1 1.1.1 The Distribution Function 2 1.1.2 Convergence in Measure 5 1.1.3 A First
More informationAlberto Bressan Convergence Rates for Viscous Approximations in the Presence of Linearly Degenerate Fields Gui-Qiang Chen
Day 1: June 12 Bus will leave Faculty Club for Minhang campus at 7:50 08:50-09:00 Opening ceremony Session 1 09:00--10:20 Chair: Yachun Li Alberto Bressan Convergence Rates for Viscous Approximations in
More informationCONFERENCE PROGRAM J. Prüss: On the quasi-geostrophic equations on compact surfaces in R 3.
Differential Equations and Applications, Bologna May 22th-26th, 2017 1 CONFERENCE PROGRAM Monday, May 22th 14.00-14.15 Opening. 14.15-14.50 J. Prüss: On the quasi-geostrophic equations on compact surfaces
More informationCourse Description - Master in of Mathematics Comprehensive exam& Thesis Tracks
Course Description - Master in of Mathematics Comprehensive exam& Thesis Tracks 1309701 Theory of ordinary differential equations Review of ODEs, existence and uniqueness of solutions for ODEs, existence
More informationDyson series for the PDEs arising in Mathematical Finance I
for the PDEs arising in Mathematical Finance I 1 1 Penn State University Mathematical Finance and Probability Seminar, Rutgers, April 12, 2011 www.math.psu.edu/nistor/ This work was supported in part by
More informationErgodicity for Infinite Dimensional Systems
London Mathematical Society Lecture Note Series. 229 Ergodicity for Infinite Dimensional Systems G. DaPrato Scuola Normale Superiore, Pisa J. Zabczyk Polish Academy of Sciences, Warsaw If CAMBRIDGE UNIVERSITY
More informationMathematics (MA) Mathematics (MA) 1. MA INTRO TO REAL ANALYSIS Semester Hours: 3
Mathematics (MA) 1 Mathematics (MA) MA 502 - INTRO TO REAL ANALYSIS Individualized special projects in mathematics and its applications for inquisitive and wellprepared senior level undergraduate students.
More informationSpaces with oscillating singularities and bounded geometry
Spaces with oscillating singularities and bounded geometry Victor Nistor 1 1 Université de Lorraine (Metz), France Potsdam, March 2019, Conference in Honor of B.-W. Schulze ABSTRACT Rabinovich, Schulze
More informationTOPICS IN NONLINEAR ANALYSIS AND APPLICATIONS. Dipartimento di Matematica e Applicazioni Università di Milano Bicocca March 15-16, 2017
TOPICS IN NONLINEAR ANALYSIS AND APPLICATIONS Dipartimento di Matematica e Applicazioni Università di Milano Bicocca March 15-16, 2017 Abstracts of the talks Spectral stability under removal of small capacity
More informationIntroduction to Spectral Theory
P.D. Hislop I.M. Sigal Introduction to Spectral Theory With Applications to Schrodinger Operators Springer Introduction and Overview 1 1 The Spectrum of Linear Operators and Hilbert Spaces 9 1.1 TheSpectrum
More informationAbstracts. Furstenberg The Dynamics of Some Arithmetically Generated Sequences
CHAOS AND DISORDER IN MATHEMATICS AND PHYSICS Monday 10:00-11:00 Okounkov Algebraic geometry of random surfaces 11:30-12:30 Furstenberg Dynamics of Arithmetically Generated Sequences 12:30-14:30 lunch
More informationElliptic Partial Differential Equations of Second Order
David Gilbarg Neil S.Trudinger Elliptic Partial Differential Equations of Second Order Reprint of the 1998 Edition Springer Chapter 1. Introduction 1 Part I. Linear Equations Chapter 2. Laplace's Equation
More informationDispersive Equations and Nonlinear Waves
Herbert Koch Daniel Tataru Monica Vi an Dispersive Equations and Nonlinear Waves Generalized Korteweg-de Vries, Nonlinear Schrodinger, Wave and Schrodinger Maps ^ Birkhauser Contents Preface xi Nonlinear
More informationPerturbation Analysis of Optimization Problems
Perturbation Analysis of Optimization Problems J. Frédéric Bonnans 1 and Alexander Shapiro 2 1 INRIA-Rocquencourt, Domaine de Voluceau, B.P. 105, 78153 Rocquencourt, France, and Ecole Polytechnique, France
More informationAPPLIED PARTIM DIFFERENTIAL EQUATIONS with Fourier Series and Boundary Value Problems
APPLIED PARTIM DIFFERENTIAL EQUATIONS with Fourier Series and Boundary Value Problems Fourth Edition Richard Haberman Department of Mathematics Southern Methodist University PEARSON Prentice Hall PEARSON
More informationMATHEMATICS. Course Syllabus. Section A: Linear Algebra. Subject Code: MA. Course Structure. Ordinary Differential Equations
MATHEMATICS Subject Code: MA Course Structure Sections/Units Section A Section B Section C Linear Algebra Complex Analysis Real Analysis Topics Section D Section E Section F Section G Section H Section
More information9:00 9:55 On the structure of measures satisfying a differential constraint Guido De Philippis SISSA, Trieste
SCIENTIFIC PROGRAM MONDAY, JULY 9, 2018 8:00 Registration 8:50 Opening ceremony Luboš Pick Prague Jiří Rákosník, Prague 9:00 9:55 On the structure of measures satisfying a differential constraint Guido
More informationFUNCTIONAL ANALYSIS. iwiley- 'INTERSCIENCE. PETER D. LAX Courant Institute New York University A JOHN WILEY & SONS, INC.
FUNCTIONAL ANALYSIS PETER D. LAX Courant Institute New York University iwiley- 'INTERSCIENCE A JOHN WILEY & SONS, INC., PUBLICATION CONTENTS Foreword xvii 1. Linear Spaces 1 Axioms for linear spaces Infinite-dimensional
More informationContents Multilinear Embedding and Hardy s Inequality Real-variable Theory of Orlicz-type Function Spaces Associated with Operators A Survey
Contents Multilinear Embedding and Hardy s Inequality... 1 William Beckner 1 Multilinear convolution inequalities................... 2 2 Diagonal trace restriction for Hardy s inequality............ 8
More informationPRINCIPALI PUBBLICAZIONI DI MARIA AGOSTINA VIVALDI
PRINCIPALI PUBBLICAZIONI DI MARIA AGOSTINA VIVALDI 1) Absolutely minimizing Lipschitz extensions and infinity harmonic functions on the Sierpinski gasket. Nonlinear Anal. 163 (2017), 71-85. In collaborazione
More informationContents. 2 Sequences and Series Approximation by Rational Numbers Sequences Basics on Sequences...
Contents 1 Real Numbers: The Basics... 1 1.1 Notation... 1 1.2 Natural Numbers... 4 1.3 Integers... 5 1.4 Fractions and Rational Numbers... 10 1.4.1 Introduction... 10 1.4.2 Powers and Radicals of Rational
More informationRecent developments in the Navier-Stokes problem
P G Lemarie-Rieusset Recent developments in the Navier-Stokes problem CHAPMAN & HALL/CRC A CRC Press Company Boca Raton London New York Washington, D.C. Table of contents Introduction 1 Chapter 1: What
More informationNotation. General. Notation Description See. Sets, Functions, and Spaces. a b & a b The minimum and the maximum of a and b
Notation General Notation Description See a b & a b The minimum and the maximum of a and b a + & a f S u The non-negative part, a 0, and non-positive part, (a 0) of a R The restriction of the function
More informationTHE THEORY OF FRACTIONAL POWERS OF OPERATORS
THE THEORY OF FRACTIONAL POWERS OF OPERATORS Celso MARTINEZ CARRACEDO and Miguel SANZ ALIX Departament de Matematica Aplicada Universitat de Valencia C/Dr. Moliner 50 46100 Burjassot Valencia Spain 2001
More informationMicrostructural Randomness and Scaling in Mechanics of Materials. Martin Ostoja-Starzewski. University of Illinois at Urbana-Champaign
Microstructural Randomness and Scaling in Mechanics of Materials Martin Ostoja-Starzewski University of Illinois at Urbana-Champaign Contents Preface ix 1. Randomness versus determinism ix 2. Randomness
More informationPOLISH ACADEMY OF SCIENCES INSTITUTE OF MATHEMATICS BANACH CENTER. Publications VOLUME 27 PART 1. Partial Differential Equations
POLISH ACADEMY OF SCIENCES INSTITUTE OF MATHEMATICS BANACH CENTER Publications VOLUME 27 PART 1 Partial Differential Equations WARSZAWA 1992 PARTIAL DIFFERENTIAL EQUATIONS Part1 Editors of the Volume B
More informationPartial Differential Equations
Partial Differential Equations Analytical Solution Techniques J. Kevorkian University of Washington Wadsworth & Brooks/Cole Advanced Books & Software Pacific Grove, California C H A P T E R 1 The Diffusion
More informationLECTURE # 0 BASIC NOTATIONS AND CONCEPTS IN THE THEORY OF PARTIAL DIFFERENTIAL EQUATIONS (PDES)
LECTURE # 0 BASIC NOTATIONS AND CONCEPTS IN THE THEORY OF PARTIAL DIFFERENTIAL EQUATIONS (PDES) RAYTCHO LAZAROV 1 Notations and Basic Functional Spaces Scalar function in R d, d 1 will be denoted by u,
More informationGRADUATE MATHEMATICS COURSES, FALL 2018
GRADUATE MATHEMATICS COURSES, FALL 2018 Math 5043: Introduction to Numerical Analysis MW 9:00 10:20 Prof. D. Szyld During the first semester of this course, the student is introduced to basic concepts
More informationSeventy Five(Thousand) Unsolved Problems in Analysis and Partial Differential Equations
Seventy Five(Thousand) Unsolved Problems in Analysis and Partial Differential Equations Vladimir Maz ya Abstract. This is a collection of open problems concerning various areas in function theory, functional
More informationR. Courant and D. Hilbert METHODS OF MATHEMATICAL PHYSICS Volume II Partial Differential Equations by R. Courant
R. Courant and D. Hilbert METHODS OF MATHEMATICAL PHYSICS Volume II Partial Differential Equations by R. Courant CONTENTS I. Introductory Remarks S1. General Information about the Variety of Solutions.
More informationMetric Structures for Riemannian and Non-Riemannian Spaces
Misha Gromov with Appendices by M. Katz, P. Pansu, and S. Semmes Metric Structures for Riemannian and Non-Riemannian Spaces Based on Structures Metriques des Varietes Riemanniennes Edited by J. LaFontaine
More informationIndex. C 0-semigroup, 114, 163 L 1 norm, 4 L norm, 5 L p spaces, 351 local, 362 ɛ-net, 24 σ-algebra, 335 Borel, 336, 338
Index C 0-semigroup, 114, 163 L 1 norm, 4 L norm, 5 L p spaces, 351 local, 362 ɛ-net, 24 σ-algebra, 335 Borel, 336, 338 σ-finite, 337 absolute convergence, 8 in a normed linear space, 33 action, 419 activator,
More informationPhilippe. Functional Analysis with Applications. Linear and Nonlinear. G. Ciarlet. City University of Hong Kong. siajtl
Philippe G Ciarlet City University of Hong Kong Linear and Nonlinear Functional Analysis with Applications with 401 Problems and 52 Figures siajtl Society for Industrial and Applied Mathematics Philadelphia
More informationCONFERENCE PROGRAMME A memory of Alfredo Lorenzi (by A. Favini, L. De Michele, G.Talenti).
PDE s, Control Theory and Inverse problems Bologna, September 15-19, 2014 1 CONFERENCE PROGRAMME Monday, September 15th 10.30-11.15 Opening. 11.15-12.00 A memory of Alfredo Lorenzi (by A. Favini, L. De
More informationNonlinear Wave Theory for Transport Phenomena
JOSO 2016 March 9-11 2015 Nonlinear Wave Theory for Transport Phenomena ILYA PESHKOV CHLOE, University of Pau, France EVGENIY ROMENSKI Sobolev Institute of Mathematics, Novosibirsk, Russia MICHAEL DUMBSER
More informationMathematical Analysis
Mathematical Analysis A Concise Introduction Bernd S. W. Schroder Louisiana Tech University Program of Mathematics and Statistics Ruston, LA 31CENTENNIAL BICENTENNIAL WILEY-INTERSCIENCE A John Wiley &
More informationIntroduction to Mathematical Physics
Introduction to Mathematical Physics Methods and Concepts Second Edition Chun Wa Wong Department of Physics and Astronomy University of California Los Angeles OXFORD UNIVERSITY PRESS Contents 1 Vectors
More informationNew Perspectives. Functional Inequalities: and New Applications. Nassif Ghoussoub Amir Moradifam. Monographs. Surveys and
Mathematical Surveys and Monographs Volume 187 Functional Inequalities: New Perspectives and New Applications Nassif Ghoussoub Amir Moradifam American Mathematical Society Providence, Rhode Island Contents
More informationCOPYRIGHTED MATERIAL. Index
Index A Admissible function, 163 Amplification factor, 36 Amplitude, 1, 22 Amplitude-modulated carrier, 630 Amplitude ratio, 36 Antinodes, 612 Approximate analytical methods, 647 Assumed modes method,
More informationMETHODS OF THEORETICAL PHYSICS
METHODS OF THEORETICAL PHYSICS Philip M. Morse PROFESSOR OF PHYSICS MASSACHUSETTS INSTITUTE OF TECHNOLOGY Herman Feshbach PROFESSOR OF PHYSICS MASSACHUSETTS INSTITUTE OF TECHNOLOGY PART II: CHAPTERS 9
More informationLecture No 1 Introduction to Diffusion equations The heat equat
Lecture No 1 Introduction to Diffusion equations The heat equation Columbia University IAS summer program June, 2009 Outline of the lectures We will discuss some basic models of diffusion equations and
More informationNonlinear days in New York. Wednesday April 25th. Thursday April 26th. Friday April 27th
Nonlinear days in New York April 25th-27th, 2018 Science Center, Room 4102 Graduate Center, CUNY Wednesday April 25th 9 am - 9:30 am: Breakfast 9:30 am - 10:30 am: Lucio Boccardo 10:30 am - 10:45 am: Coffee
More informationNonlinear Functional Analysis and its Applications
Eberhard Zeidler Nonlinear Functional Analysis and its Applications III: Variational Methods and Optimization Translated by Leo F. Boron With 111 Illustrations Ш Springer-Verlag New York Berlin Heidelberg
More informationGeneralized Functions Theory and Technique Second Edition
Ram P. Kanwal Generalized Functions Theory and Technique Second Edition Birkhauser Boston Basel Berlin Contents Preface to the Second Edition x Chapter 1. The Dirac Delta Function and Delta Sequences 1
More informationThe Hopf equation. The Hopf equation A toy model of fluid mechanics
The Hopf equation A toy model of fluid mechanics 1. Main physical features Mathematical description of a continuous medium At the microscopic level, a fluid is a collection of interacting particles (Van
More informationWorkshop on PDEs in Fluid Dynamics. Department of Mathematics, University of Pittsburgh. November 3-5, Program
Workshop on PDEs in Fluid Dynamics Department of Mathematics, University of Pittsburgh November 3-5, 2017 Program All talks are in Thackerary Hall 704 in the Department of Mathematics, Pittsburgh, PA 15260.
More informationDescription of my current research
Description of my current research Luis Silvestre September 7, 2010 My research concerns partial differential equations. I am mostly interested in regularity for elliptic and parabolic PDEs, with an emphasis
More informationComplex Analysis & Dynamical Systems IV The Program Monday, May 18
9:00 11:00 Coffee and Registration 11:00 11:45 Opening 11:50 12:40 Plenary Talk Complex Analysis & Dynamical Systems IV The Program Monday, May 18 Professor D. Hershkowitz, Minister of Science and Technology
More informationM E M O R A N D U M. Faculty Senate approved November 1, 2018
M E M O R A N D U M Faculty Senate approved November 1, 2018 TO: FROM: Deans and Chairs Becky Bitter, Sr. Assistant Registrar DATE: October 23, 2018 SUBJECT: Minor Change Bulletin No. 5 The courses listed
More informationR. M. Brown. 29 March 2008 / Regional AMS meeting in Baton Rouge. Department of Mathematics University of Kentucky. The mixed problem.
mixed R. M. Department of Mathematics University of Kentucky 29 March 2008 / Regional AMS meeting in Baton Rouge Outline mixed 1 mixed 2 3 4 mixed We consider the mixed boundary value Lu = 0 u = f D u
More informationTyn Myint-U Lokenath Debnath. Linear Partial Differential Equations for Scientists and Engineers. Fourth Edition. Birkhauser Boston Basel Berlin
Tyn Myint-U Lokenath Debnath Linear Partial Differential Equations for Scientists and Engineers Fourth Edition Birkhauser Boston Basel Berlin Preface to the Fourth Edition Preface to the Third Edition
More informationBoundary. DIFFERENTIAL EQUATIONS with Fourier Series and. Value Problems APPLIED PARTIAL. Fifth Edition. Richard Haberman PEARSON
APPLIED PARTIAL DIFFERENTIAL EQUATIONS with Fourier Series and Boundary Value Problems Fifth Edition Richard Haberman Southern Methodist University PEARSON Boston Columbus Indianapolis New York San Francisco
More informationCUTOFF RESOLVENT ESTIMATES AND THE SEMILINEAR SCHRÖDINGER EQUATION
CUTOFF RESOLVENT ESTIMATES AND THE SEMILINEAR SCHRÖDINGER EQUATION HANS CHRISTIANSON Abstract. This paper shows how abstract resolvent estimates imply local smoothing for solutions to the Schrödinger equation.
More informationIntegro-differential equations: Regularity theory and Pohozaev identities
Integro-differential equations: Regularity theory and Pohozaev identities Xavier Ros Oton Departament Matemàtica Aplicada I, Universitat Politècnica de Catalunya PhD Thesis Advisor: Xavier Cabré Xavier
More informationFrequency functions, monotonicity formulas, and the thin obstacle problem
Frequency functions, monotonicity formulas, and the thin obstacle problem IMA - University of Minnesota March 4, 2013 Thank you for the invitation! In this talk we will present an overview of the parabolic
More informationVariable Exponents Spaces and Their Applications to Fluid Dynamics
Variable Exponents Spaces and Their Applications to Fluid Dynamics Martin Rapp TU Darmstadt November 7, 213 Martin Rapp (TU Darmstadt) Variable Exponent Spaces November 7, 213 1 / 14 Overview 1 Variable
More informationEIGENVALUE QUESTIONS ON SOME QUASILINEAR ELLIPTIC PROBLEMS. lim u(x) = 0, (1.2)
Proceedings of Equadiff-11 2005, pp. 455 458 Home Page Page 1 of 7 EIGENVALUE QUESTIONS ON SOME QUASILINEAR ELLIPTIC PROBLEMS M. N. POULOU AND N. M. STAVRAKAKIS Abstract. We present resent results on some
More informationIntegral potential method for a transmission problem with Lipschitz interface in R 3 for the Stokes and Darcy-Forchheimer-Brinkman PDE systems
Integral potential method for a transmission problem with Lipschitz interface in R 3 for the Stokes and Darcy-Forchheimer-Brinkman PDE systems Mirela Kohr, Massimo Lanza de Cristoforis, Sergey E. Mikhailov
More informationBounded and Compact Integral Operators
Bounded and Compact Integral Operators Mathematics and Its Applications Managing Editor: M. HAZEWINKEL Centre f or Mathematics and Computer Science. Amsterdam, The Netherlands Volume 543 Bounded and Compact
More informationClassification of partial differential equations and their solution characteristics
9 TH INDO GERMAN WINTER ACADEMY 2010 Classification of partial differential equations and their solution characteristics By Ankita Bhutani IIT Roorkee Tutors: Prof. V. Buwa Prof. S. V. R. Rao Prof. U.
More informationBooklet of Abstracts Brescia Trento Nonlinear Days Second Edition 25th May 2018
Booklet of Abstracts Brescia Trento Nonlinear Days Second Edition 25th May 2018 2 Recent updates on double phase variational integrals Paolo Baroni, Università di Parma Abstract: I will describe some recent
More informationMonday Analysis Seminar
1 (2018 5 21 ) 2 2 (2018 6 14 ( )) 3 3 (2018 6 25 ) 4 4 (2018 6 29 ( )) 5 5 (2018 10 1 ) 6 6 (2018 10 15 ) 7 7 (2018 10 22 ) 8 8 (2018 11 5 ) 9 9 (2018 11 12 ) 10 10 (2018 11 19 ) 11 11 (2018 11 26 ) 12
More informationHANDBUCH DER PHYSIK HERAUSGEGEBEN VON S. FLÜGGE. BAND VIa/2 FESTKÖRPERMECHANIK II BANDHERAUSGEBER C.TRUESDELL MIT 25 FIGUREN
HANDBUCH DER PHYSIK HERAUSGEGEBEN VON S. FLÜGGE BAND VIa/2 FESTKÖRPERMECHANIK II BANDHERAUSGEBER C.TRUESDELL MIT 25 FIGUREN SPRINGER-VERLAG BERLIN HEIDELBERG NEWYORK 1972 Contents. The Linear Theory of
More informationContents. Preface. Notation
Contents Preface Notation xi xv 1 The fractional Laplacian in one dimension 1 1.1 Random walkers with constant steps.............. 1 1.1.1 Particle number density distribution.......... 2 1.1.2 Numerical
More informationCOMPACT EMBEDDINGS ON A SUBSPACE OF WEIGHTED VARIABLE EXPONENT SOBOLEV SPACES
Adv Oper Theory https://doiorg/05352/aot803-335 ISSN: 2538-225X electronic https://projecteuclidorg/aot COMPACT EMBEDDINGS ON A SUBSPACE OF WEIGHTED VARIABLE EXPONENT SOBOLEV SPACES CIHAN UNAL and ISMAIL
More informationSCHRIFTENREIHE DER FAKULTÄT FÜR MATHEMATIK. On Maxwell s and Poincaré s Constants. Dirk Pauly SM-UDE
SCHIFTENEIHE DE FAKULTÄT FÜ MATHEMATIK On Maxwell s and Poincaré s Constants by Dirk Pauly SM-UDE-772 2013 On Maxwell s and Poincaré s Constants Dirk Pauly November 11, 2013 Dedicated to Sergey Igorevich
More informationLinear Partial Differential Equations for Scientists and Engineers
Tyn Myint-U Lokenath Debnath Linear Partial Differential Equations for Scientists and Engineers Fourth Edition Birkhäuser Boston Basel Berlin Tyn Myint-U 5 Sue Terrace Westport, CT 06880 USA Lokenath Debnath
More informationObservation and Control for Operator Semigroups
Birkhäuser Advanced Texts Basler Lehrbücher Observation and Control for Operator Semigroups Bearbeitet von Marius Tucsnak, George Weiss Approx. 496 p. 2009. Buch. xi, 483 S. Hardcover ISBN 978 3 7643 8993
More informationWorkshop on Compressible Navier-Stokes Systems and Related Problems (I) March 5-10, 2018 TITLE & ABSTRACT
Workshop on Compressible Navier-Stokes Systems and Related Problems (I) March 5-10, 2018 TITLE & ABSTRACT (Last updated: 6 March 2018) Classification of asymptotic states for radially symmetric solutions
More informationMEASURE THEORY Volume 4 Topological Measure Spaces
MEASURE THEORY Volume 4 Topological Measure Spaces D.H.Fremlin Research Professor in Mathematics, University of Essex Contents General Introduction 10 Introduction to Volume 4 11 Chapter 41: Topologies
More informationPartial regularity for fully nonlinear PDE
Partial regularity for fully nonlinear PDE Luis Silvestre University of Chicago Joint work with Scott Armstrong and Charles Smart Outline Introduction Intro Review of fully nonlinear elliptic PDE Our result
More informationGeometric Analysis, Karlovassi, Samos
Departments of Mathematics Geometric Analysis, Karlovassi, Samos 31 May - 4 June 2010 University of the Aegean Program Monday 31/05 Tuesday 1/06 Wed. 2 Thursday 3 Friday 4 9:00-10:00 9:30 Welcome Knieper
More informationHardy spaces associated to operators satisfying Davies-Gaffney estimates and bounded holomorphic functional calculus.
Hardy spaces associated to operators satisfying Davies-Gaffney estimates and bounded holomorphic functional calculus. Xuan Thinh Duong (Macquarie University, Australia) Joint work with Ji Li, Zhongshan
More informationLORENTZ SPACE ESTIMATES FOR VECTOR FIELDS WITH DIVERGENCE AND CURL IN HARDY SPACES
- TAMKANG JOURNAL OF MATHEMATICS Volume 47, Number 2, 249-260, June 2016 doi:10.5556/j.tkjm.47.2016.1932 This paper is available online at http://journals.math.tku.edu.tw/index.php/tkjm/pages/view/onlinefirst
More informationHardy inequalities, heat kernels and wave propagation
Outline Hardy inequalities, heat kernels and wave propagation Basque Center for Applied Mathematics (BCAM) Bilbao, Basque Country, Spain zuazua@bcamath.org http://www.bcamath.org/zuazua/ Third Brazilian
More informationA generalised Ladyzhenskaya inequality and a coupled parabolic-elliptic problem
A generalised Ladyzhenskaya inequality and a coupled parabolic-elliptic problem Dave McCormick joint work with James Robinson and José Rodrigo Mathematics and Statistics Centre for Doctoral Training University
More informationA Caffarelli-Kohn-Nirenberg type inequality with variable exponent and applications to PDE s
A Caffarelli-Kohn-Nirenberg type ineuality with variable exponent and applications to PDE s Mihai Mihăilescu a,b Vicenţiu Rădulescu a,c Denisa Stancu-Dumitru a a Department of Mathematics, University of
More informationApplied PDEs: Analysis and Computation
Applied PDEs: Analysis and Computation Hailiang Liu hliu@iastate.edu Iowa State University Tsinghua University May 07 June 16, 2012 1 / 15 Lecture #1: Introduction May 09, 2012 Model, Estimate and Algorithm=MEA
More informationGame Physics. Game and Media Technology Master Program - Utrecht University. Dr. Nicolas Pronost
Game and Media Technology Master Program - Utrecht University Dr. Nicolas Pronost Soft body physics Soft bodies In reality, objects are not purely rigid for some it is a good approximation but if you hit
More informationProblems of Corner Singularities
Stuttgart 98 Problems of Corner Singularities Monique DAUGE Institut de Recherche MAthématique de Rennes Problems of Corner Singularities 1 Vertex and edge singularities For a polyhedral domain Ω and a
More informationClassical Fourier Analysis
Loukas Grafakos Classical Fourier Analysis Third Edition ~Springer 1 V' Spaces and Interpolation 1 1.1 V' and Weak V'............................................ 1 1.1.l The Distribution Function.............................
More informationLocation: DEPARTMENT OF MATHEMATICS, FACULTY OF SCIENCES, Trg Dositeja Oradovica 4 SECTION A, Classroom 62 (third floor) 15:00 15:25
Monday, August 27 th 8:30 9:30 Registration 9:30 10:00 OPENING CEREMONY Greeting words from the organizers and hosts Olga Hadzic: Commemoration dedicated to the memory of Prof. Bogoljub Stankovic Stevan
More informationGlobal well-posedness and decay for the viscous surface wave problem without surface tension
Global well-posedness and decay for the viscous surface wave problem without surface tension Ian Tice (joint work with Yan Guo) Université Paris-Est Créteil Laboratoire d Analyse et de Mathématiques Appliquées
More informationSTUDY PLAN MASTER IN (MATHEMATICS) (Thesis Track)
STUDY PLAN MASTER IN (MATHEMATICS) (Thesis Track) I. GENERAL RULES AND CONDITIONS: 1- This plan conforms to the regulations of the general frame of the Master programs. 2- Areas of specialty of admission
More informationMonday Analysis Seminar
No. 1 (21 May 2018) 2 No. 2 (14 June 2018 (Thursday)) 3 No. 3 (25 June 2018) 4 No. 4 (29 June 2018 (Friday)) 5 No. 5 (1 October 2018) 6 No. 6 (15 October 2018) 7 No. 7 (22 October 2018) 8 No. 8 (5 November
More informationStefan Banach International Mathematical Center Institute of Mathematics Polish Academy of Sciences. Conference OTAMP 2004
Stefan Banach International Mathematical Center Institute of Mathematics Polish Academy of Sciences Conference OTAMP 2004 OPERATOR THEORY AND APPLICATIONS IN MATHEMATICAL PHYSICS Satellite conference of
More informationNumerical Methods for Partial Differential Equations: an Overview.
Numerical Methods for Partial Differential Equations: an Overview math652_spring2009@colorstate PDEs are mathematical models of physical phenomena Heat conduction Wave motion PDEs are mathematical models
More information