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Classical and Quantum Physics

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Cover of 'Classical and Quantum Physics'

Table of Contents

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    Book Overview
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    Chapter 1 On a New Asymptotic Behaviour of Toeplitz Determinants
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    Chapter 2 Bulk-Edge Dualities in Topological Matter
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    Chapter 3 Near-Horizon Modes and Self-adjoint Extensions of the Schrödinger Operator
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    Chapter 4 The Gauss Law: A Tale
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    Chapter 5 Quantum Control at the Boundary
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    Chapter 6 Application of Lie Systems to Quantum Mechanics: Superposition Rules
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    Chapter 7 Killing Vector Fields and Quantisation of Natural Hamiltonians
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    Chapter 8 Conditions for Legitimate Memory Kernel Master Equation
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    Chapter 9 From Classical Trajectories to Quantum Commutation Relations
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    Chapter 10 On the Thermodynamics of Supersymmetric Haldane–Shastry Spin Chains
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    Chapter 11 Towards a Quantum Sampling Theory: The Case of Finite Groups
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    Chapter 12 On the Kinematics of the Last Wigner Particle
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    Chapter 13 Dimensional Deception for the Noncommutative Torus
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    Chapter 14 Notions of Infinity in Quantum Physics
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    Chapter 15 Poisson-Nijenhuis Manifolds, Classical Yang-Baxter Equations, and Frobenius Algebras
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    Chapter 16 Hermite Polynomial Representation of Qubit States in Quantum Suprematism Picture
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    Chapter 17 On Sympletic Lifts of Actions for Complete Lagrangian Fibrations
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    Chapter 18 Some Properties of Multisymplectic Manifolds
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    Chapter 19 A Simple Model of Double Dynamics on Lie Groups
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    Chapter 20 Loops of Legendrians in Contact 3-Manifolds
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Title
Classical and Quantum Physics
Published by
Springer International Publishing, September 2019
DOI 10.1007/978-3-030-24748-5
ISBNs
978-3-03-024747-8, 978-3-03-024748-5
Editors

Marmo, G., Martín de Diego, David, Muñoz Lecanda, Miguel

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