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Lars Hörmander ()
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Lars Hörmander: Lund University

in Springer Books from Springer

Date: 2018
ISBN: 978-3-319-69850-2
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Chapters in this book:

Ch Chapter 1 Applications Of Helly’s Theorem To Estimates Of Tchebycheff Type

Lars Hörmander

Ch Chapter 10 Electromagnetic wave propagation over ground with small inhomogeneities in the electrical constants

Lars Hörmander

Ch Chapter 11 Classes Of Infinitely Differentiable Functions

Lars Hörmander

Ch Chapter 12 Approximation On Totally Real Manifolds

Lars Hörmander

Ch Chapter 13 The work of Carleson and Hoffman on bounded analytic functions in the disc

Lars Hörmander

Ch Chapter 14 Some problems concerning linear partial differential equations

Lars Hörmander

Ch Chapter 15 Remarks On Convexity With Respect To Operators Of Real Principal Type

Lars Hörmander

Ch Chapter 16 Fourier Multipliers With Small Norm

Lars Hörmander

Ch Chapter 17 The Cosine Theorem On A Surface And The Notion Of Curvature

Lars Hörmander

Ch Chapter 18 Correction To My Paper On Sobolev Spaces Associated With Some Lie Algebras

Lars Hörmander

Ch Chapter 19 Gårding’s Inequality During Three Decades

Lars Hörmander

Ch Chapter 2 An Isoperimetric Inequality In Homogeneous Finsler Spaces

Lars Hörmander

Ch Chapter 20 Symplectic Geometry And Differential Equations

Lars Hörmander

Ch Chapter 21 General Mehler Formulas And The Weyl Calculus

Lars Hörmander

Ch Chapter 22 Guide To The Mathematical Models At The Department Of Mathematics In Lund

Lars Hörmander

Ch Chapter 23 The Proof Of The Nirenberg-Treves Conjecture According To N. Dencker And N. Lerner

Lars Hörmander

Ch Chapter 24 Lower Bounds For Subelliptic Operators

Lars Hörmander

Ch Chapter 25 Approximation Of Solutions Of Constant Coefficient Boundary Problems And Of Entire Functions

Lars Hörmander

Ch Chapter 3 On Best Approximation In L ∞

Lars Hörmander

Ch Chapter 4 Petrowsky’s L 2 Estimates For Hyperbolic Systems

Lars Hörmander

Ch Chapter 5 Proof Of The Existence Of Fundamental Solutions And Of Some Inequalities

Lars Hörmander

Ch Chapter 6 Inequalities Between Normal And Tangential Derivatives Of Harmonic Functions

Lars Hörmander

Ch Chapter 7 The Dirichlet Problem In A Maximal Open Set

Lars Hörmander

Ch Chapter 8 The Diffusion Approximation In Neutron Transport Theory

Lars Hörmander

Ch Chapter 9 Some Tauberian Theorems Of Lewitan

Lars Hörmander

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DOI: 10.1007/978-3-319-69850-2

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