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QEC and Quantum Information Theory: Lecture 13 The Stabilizer Formalism
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A set of lectures based on the "Advanced Topics in Quantum Computation and Quantum Information" course (PH 5842) offered at IIT Madras, during Jan-April 2022.
QEC and Quantum Information Theory: Lecture 1 Quantum Operations - I
QEC and Quantum Information Theory: Lecture 12 Conditions for QEC II
QEC and Quantum Information Theory: Lecture 5 Quantum Channels - II
QEC and Quantum Information Theory: Lecture 18 Shannon Entropy
QEC and Quantum Information Theory: Lecture 22 Accessible Information
QEC and Quantum Information Theory: Lecture 10 The Shor Code
QEC and Quantum Information Theory: Lecture 4 Quantum Channels - I
QEC and Quantum Information Theory: Lecture 20 Properties of the von Neumann entropy
QEC and Quantum Information Theory: Lecture 19 Introducing the von Neumann entropy
QEC and Quantum Information Theory: Lecture 16 Stabilizer Codes (3)
QEC and Quantum Information Theory: Lecture 7 Classical vs Quantum Codes
QEC and Quantum Information Theory: Lecture 21 Concavity of the von Neumann entropy
QEC and Quantum Information Theory: Lecture 15 Stabilizer Codes (2)
QEC and Quantum Information Theory: Lecture 23 The Holevo Bound
QEC and Quantum Information Theory: Lecture 2 Quantum Operations - II
Quantum Computing Course – Math and Theory for Beginners
QEC and Quantum Information Theory: Lecture 17 Fault-tolerant Quantum Computing
QEC and Quantum Information Theory: Lecture 11 Conditions for QEC I
QEC and Quantum Information Theory: Lecture 3 Quantum Operations - III
QEC and Quantum Information Theory: Lecture 6 The Choi-Kraus-Sudarshan representation
QEC and Quantum Information Theory: Lecture 8 The 3-qubit Code
QEC and Quantum Information Theory: Lecture 9 Fidelity
A general framework for the composition of quantum homomorphic encryption and QEC
QEC and Quantum Information Theory: Lecture 13 The Stabilizer Formalism
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