Ebook: Hilbert spaces, wavelets, generalised functions and modern quantum mechanics
Author: Steeb W.-H
- Tags: Algebra, Applications of Mathematics, Applied mathematics, Engineering mathematics, Functional Analysis, Functional analysis, Linear and Multilinear Algebras Matrix Theory, Matrix theory, Physics, Quantum Physics, Quantum theory, Theoretical Mathematical and Computational Physics
- Series: Mathematics and Its Applications 451
- Year: 1998
- Publisher: Springer Netherlands : Imprint: Springer
- City: Dordrecht
- Language: English
- djvu
1 Hilbert Spaces -- 2 Fourier Transform and Wavelets -- 3 Linear Operators in Hilbert Spaces -- 4 Generalized Functions -- 5 Classical Mechanics and Hamilton Systems -- 6 Postulates of Quantum Mechanics -- 7 Interaction Picture -- 8 Eigenvalue Problem -- 8.1 Eigenvalue Equation -- 8.2 Applications -- 9 Spin Matrices and Kronecker Product -- 10 Parity and Group Theory -- 11 Uncertainty Relation -- 12 Harmonic Oscillator -- 12.1 Classical Case -- 12.2 Quantum Case -- 13 Coherent and Squeezed States -- 14 Angular Momentum and Lie Algebras -- 15 Two-Body Bound State Problem -- 15.1 Introduction -- 15.2 Spherical Oscillator -- 15.3 Hydrogen-like Atoms -- 16 One-Dimensional Scattering -- 17 Solitons and Quantum Mechanics -- 18 Perturbation Theory -- 19 Helium Atom -- 20 Potential Scattering -- 21 Berry Phase -- 22 Measurement and Quantum States -- 22.1 Introduction -- 22.2 Measurement Problem -- 22.3 Copenhagen Interpretation -- 22.4 Hidden Variable Theories -- 22.5 Everett Interpretation -- 22.6 Basis Degeneracy Problem -- 23 Quantum Computing -- 23.1 Introduction -- 23.2 Quantum Bit -- 23.3 Quantum Gates -- 23.4 Quantum Copying -- 23.5 Shor's Algorithm -- 24 Lebesgue Integration and Stieltjes Integral.
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