- Lecture 21 (pdf). Entanglement measures, extendible states, algorithm for separability.
- Lecture 20 (pdf). Mixed state entanglement measures, state redistribution.
- Lecture 19 (pdf). Bit commitment, Schmidt decomposition, entanglement measures for pure states.
- Lecture 18 (pdf). Quantum key distribution.
- Lecture 17 (pdf). Grover's search algorithm.
- Lecture 16 (pdf). Shannon and von Neumann entropy. Shannon and Schumacher data compression.
- Lecture 15 (pdf). CCS codes, 7-qubit Steane code
- Lecture 14 (pdf). Error correction. 3-qubit code, 9-qubit code.
- Lecture 13 (pdf). Magic square, trace distance and fidelity.
- Lecture 12 (pdf). GHZ paradox, Bell inequality.
- Lecture 11 (pdf). Quantum measurements and POVMs.
- Lecture 10 (pdf). Quantum operations.
- Lecture 9 (pdf). Density matrices, Bloch sphere.
- Lecture 8 (pdf). Quantum algorithm for order-finding and factoring.
- Lecture 7 (pdf). Circuit for Fourier transform, phase estimation algorithm.
- Lecture 6 (pdf). Discrete logarithm problem, quantum Fourier transform.
- Lecture 5 (pdf). Simon's algorithm.
- Lecture 4 (pdf). Deutch'a algorithm, 1-out-of-4 search, Deutch-Josza problem (quantum and randomized classical).
- Lecture 3 (pdf). No cloning theorem, simulating classical with quantum, simulating quantum with classical, complexity classes.
- Lecture 2 (pdf). Superdense coding, incomplete measurements, quantum teleportation.
- Lecture 1 (pdf). Introduction, bra-ket notation, unitary operations, orthogonal measurements, n-qubit states, entanglement, single-qubit and controlled operations.
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