Geometric Methods in Physics : XXXII Workshop, Białowieża, Poland, June 30-July 6, 2013

Table of Contents

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   Book Overview
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   Chapter 1 Daniel Sternheimer
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   Chapter 2 “The Important Thing is not to Stop Questioning”, Including the Symmetries on Which is Based the Standard Model
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   Chapter 3 Bargmann–Fock Realization of the Noncommutative Torus
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   Chapter 4 Berezin Transform and a Deformation Decomposition
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   Chapter 5 Toeplitz Quantization without Measure or Inner Product
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   Chapter 6 States in Deformation Quantization
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   Chapter 7 n-ary Star Product: Construction and Integral Representation
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   Chapter 8 Quantum Mechanics and Geometry on the Siegel–Jacobi Disk
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    Chapter 9 Quantum Resonances: Theory and Models
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    Chapter 10 Symplectic Dual Pair Related to Deformed so(5)
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    Chapter 11 Poisson Reduction
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    Chapter 12 Complex Manifold Structure and Algebroid of the Partially Invertible Elements Groupoid of a W*-algebra
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    Chapter 13 Orbifold Diffeomorphism Groups
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    Chapter 14 On Complex Analytic 1|2- and 1|3-dimensional Supermanifolds Associated with
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    Chapter 15 Complex Hulls of the Hyperboloid of One Sheet and Spherical Functions
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    Chapter 16 A Simple Construction of Integrable Whitham Type Hierarchies
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    Chapter 17 Asymptotic Integration of Linear Third-order Differential Equation
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    Chapter 18 On New Reduction of Nonlinear Wave Type Equations via Classical Symmetry Method
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    Chapter 19 C-orbit Function and Image Filtering
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    Chapter 20 Conformal Inversion and Maxwell Field Invariants in Four- and Six-dimensional Spacetimes
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    Chapter 21 Fourier Transforms of E-functions of O(5) and G(2)
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    Chapter 22 Interpolation of Multidimensional Digital Data Using Weyl Group Orbit Functions
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    Chapter 23 Semiclassical Spectral Asymptotics for a Magnetic Schrödinger Operator with Non-vanishing Magnetic Field
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    Chapter 24 Of Ice Cream and Parasites
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    Chapter 25 The Hamiltonian?