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IQIS Lecture 7.6 — Properties of Kraus representations

IQIS Lecture 7.6 — Properties of Kraus representations

IQIS Lecture 7.1 — Open quantum systems

IQIS Lecture 7.1 — Open quantum systems

IQIS Lecture 7.4 — Quantum errors

IQIS Lecture 7.4 — Quantum errors

IQIS Lecture 7.8 — Concatenation of physically-admissible operations

IQIS Lecture 7.8 — Concatenation of physically-admissible operations

IQIS Lecture 7.5 — Kraus representations

IQIS Lecture 7.5 — Kraus representations

IQIS Lecture 6.10 — RSA

IQIS Lecture 6.10 — RSA

IQIS Lecture 7.12 — Summary: Stinespring and Kraus representations

IQIS Lecture 7.12 — Summary: Stinespring and Kraus representations

IQIS Lecture 7.3 — Digitising quantum errors

IQIS Lecture 7.3 — Digitising quantum errors

IQIS Lecture 6.11 — The power of quantum

IQIS Lecture 6.11 — The power of quantum

IQIS Lecture 7.9 — Expand, Evolve, Reduce

IQIS Lecture 7.9 — Expand, Evolve, Reduce

IQIS Lecture 7.11 — Choi matrix

IQIS Lecture 7.11 — Choi matrix

Quantum Theory Lecture 8: Preparations/Measurements/Transformations. Stinespring dilatation theorem.

Quantum Theory Lecture 8: Preparations/Measurements/Transformations. Stinespring dilatation theorem.

Mathematical methods of quantum information theory, Lecture 6

Mathematical methods of quantum information theory, Lecture 6

Lawrence Krauss - Physics Made Easy

Lawrence Krauss - Physics Made Easy

Memory-efficient application of Kraus Maps - Ben Criger

Memory-efficient application of Kraus Maps - Ben Criger

7. Operator-Sum Representation

7. Operator-Sum Representation

Convolution theorem and the Hilbert Schmidt inner product in G - Analysis, Random Walks and Groups

Convolution theorem and the Hilbert Schmidt inner product in G - Analysis, Random Walks and Groups

Quantum Computing: How Period Finding Algorithm Works? (Part 1/2)

Quantum Computing: How Period Finding Algorithm Works? (Part 1/2)

Quantum information Theory--20 [Dephasing operator, Kraus operator and CPTP maps]

Quantum information Theory--20 [Dephasing operator, Kraus operator and CPTP maps]

quantum information theory--19 [Unitary freedom in Kraus operators and dephasing operator]

quantum information theory--19 [Unitary freedom in Kraus operators and dephasing operator]

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