
The Quantum Cookbook
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Content
- 1: Planck's Derivation of E = hn: The Quantisation of Energy
- 2: Einstein's Derivation of E = mc2: The Equivalence of Mass and Energy
- 3: Bohr's Derivation of the Rydberg Formula: Quantum Numbers and Quantum Jumps
- 4: De Broglie's Derivation of /\ = h/p: Wave-particle Duality
- 5: Schrödinger's Derivation of the Wave Equation: Quantisation as an Eigenvalue Problem
- 6: Born's Interpretation of the Wavefunction: Quantum Probability
- 7: Heisenberg, Bohr, Robertson, and the Uncertainty Principle : The Interpretation of Quantum Uncertainty
- 8: Heisenberg's Derivation of the Pauli Exclusion Principle: The Stability of Matter and the Periodic Table
- 9: Dirac's Derivation of the Relativistic Wave Equation: Electron Spin and Antimatter
- 10: Dirac, Von Neumann, and the Derivation of the Quantum Formalism: State Vectors in Hilbert Space
- 11: Von Neumann and the Problem of Quantum Measurement: The 'Collapse of the Wavefunction'
- 12: Einstein, Bohm, Bell, and the Derivation of Bell's Inequality: Entanglement and Quantum Non-locality
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