Все публикации

1:15:09

Quantum Theory, Lecture 25: Quantum Computing. Quantum Cryptography. Deutsch's Algorithm.

1:20:10

Quantum Theory, Lecture 24: Dirac Equation. Dirac Sea. Magnetic Moment of the Electron.

1:19:55

Quantum Theory, Lecture 21: Relativistic Quantum Mechanics. The Need for Quantum Field Theory.

1:13:09

Quantum Theory, Lecture 20: Interaction Picture. Dyson Series. Fermi's Golden Rule.

1:19:07

Quantum Theory, Lecture 19: Spinors. Poincare Group. Time-Dependent Perturbation Theory.

1:22:54

Quantum Theory, Lecture 18: Representations of the Lorentz Group. Spinors.

1:20:15

Quantum Theory, Lecture 17: Representations of SU(2). Galilean Boost Invariance.

1:22:55

Quantum Theory, Lecture 16: Angular Momentum. Spin. Representations of SU(2).

1:20:28

Quantum Theory, Lecture 15: Continuous Symmetries. Lie Groups & Algebras. Angular Momentum.

1:20:01

Quantum Theory, Lecture 14: Time Reversal. Anti-Unitary Operators. Lattice Symmetry. Band Structure.

1:20:45

Quantum Theory, Lecture 13: Symmetries. Groups & Representations. Parity. Identical Particles.

1:21:29

Quantum Theory, Lecture 12: Bose-Einstein Condensate. Euclidean Time Formalism.

1:19:34

Quantum Theory, Lecture 11: Von Neumann Entropy. Canonical Ensemble. Bose-Einstein & Fermi-Dirac.

1:24:14

Quantum Theory, Lecture 10: Entanglement. Tensor Products. Measurement.

1:18:45

Quantum Theory, Lecture 9: Quantum Statistical Mechanics. Density Matrices. Ensembles.

1:21:27

Quantum Theory, Lecture 8: WKB Approximation. Bohr-Sommerfeld Quantization. Euclidean Time.

1:22:56

Quantum Theory, Lecture 7: Harmonic Oscillator. Raising and Lowering Operators. Coherent States.

1:22:30

Quantum Theory, Lecture 6: Path Integrals. Propagators. Aharonov-Bohm Effect.

1:21:13

Quantum Theory, Lecture 5: Schrodinger Equation. Hamilton-Jacobi Equation. Path Integrals.

1:22:16

Quantum Theory, Lecture 4.5: Time Evolution Operator. Dyson Series. Time-Ordered Exponential.

1:22:10

Quantum Theory, Lecture 4: Wave Functions, Uncertainty Relation.

1:15:15

Quantum Theory, Lecture 3: Unitary Operators and Symmetries. The Problem of Quantization.

1:18:57

Quantum Theory, Lecture 2: Linear Algebra. Operators and Observables.

1:21:42

Quantum Theory, Lecture 1: Introduction. Quantum Kinematics. Hilbert Spaces. Bras and Kets.