IQIS Lecture 7.12 — Summary: Stinespring and Kraus representations
IQIS Lecture 1.1 — Probability amplitudes
IQIS Lecture 7.9 — Expand, Evolve, Reduce
IQIS Lecture 7.11 — Choi matrix
IQIS Lecture 7.10 — CPTP maps
IQIS Lecture 7.6 — Properties of Kraus representations
IQIS Lecture 7.5 — Kraus representations
IQIS Lecture 8.7 — Inverting quantum channels (revisited)
IQIS Lecture 6.3 — Hadamard and quantum Fourier transforms
IQIS Lecture 4.6 — Indistinguishability of preparations
Mathematical methods of quantum information theory, Lecture 6
Quantum Theory Lecture 8: Preparations/Measurements/Transformations. Stinespring dilatation theorem.
Mathematical methods of quantum information theory, Lecture 10
Quantum Leaps: From Sci-Fi to Reality in Teleportation
Chemical Safety
Finite-frequency Current Statistics and Weak Measurement of a Mesos-copic Conductor
QIP2021 | No-go theorems and limitations for quantum resource purification (Liu&Regula)
Demographics.wmv
Understanding and Managing Attention Deficit/Hyperactivity Disorder in Children
Han Hsuan Lin -Sampling-based sublinear low-rank matrix arithmetic framework for dequantizing ~