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Quantum theories Vol.1

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Basic Concepts and Theories

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Quantum Mechanics-Introduction and Basics
Introduction to quantum mechanics
Quantum mechanics
Observable
Operator (physics)
Quantum state
Wave function
Bra-ket notation
Quantum coherence
State space
Hilbert space
Rigged Hilbert space
Particle
Wave–particle duality
Quantum measurements and Experiments
Measurement in quantum mechanics
Quantum superposition
Quantum entanglement
Stern–Gerlach experiment
Spin
Davisson–Germer experiment
Quantum Principles
Uncertainty principle
Pauli exclusion principle
Mathematical Foundations of Quantum Mechanics
Mathematical formulation of quantum mechanics
Schrödinger equation
Heisenberg picture
Klein–Gordon equation
Ehrenfest theorem
Interaction picture
Dirac equation
Pauli equation
Path integral formulation
Feynman diagram
Interpretation of quantum mechanics
Relational quantum mechanics
Applications of Quantum Mechanics
Hydrogen-like atom
Quantum tunnelling
Quantum logic
Quantum computer
Quantum Electrodynamics and Quantum Field Theory (QED and QFT)
Quantum electrodynamics
Proton
Muon
Quantum field theory
Quantum Statistical Mechanics and Thermodynamics
Quantum thermodynamics
Quantum statistical mechanics
Algebraic Quantum Field Theory (AQFT) and Topology
Local quantum field theory
Topological quantum field theory
Gauge theory
Topological order