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Table of contents
Programmable Quantum Devices
A first-principles path from quantum operations and dilation theorems to no-programming results and research-level programmable measurements
Read each section in order. Every title can be opened as a TheoryTrace document.
- Cover1
- Copyright2
- How to read this book3
- Introduction4
- Chapter 1: The Problem of Programmability in Quantum Theory5
- Chapter 2: Linear Algebra for Finite-Dimensional Quantum Systems6
- Chapter 3: Quantum States, Composite Systems, and Entanglement7
- Chapter 4: Quantum Measurements and POVMs8
- Chapter 5: Quantum Channels and Completely Positive Maps9
- Chapter 6: Convexity, Distinguishability, and Information-Theoretic Tools10
- Chapter 7: Purification and the Geometry of Open Quantum Dynamics11
- Chapter 8: Stinespring Dilation Theorem12
- Chapter 9: Naimark Dilation Theorem13
- Chapter 10: Quantum Instruments and Measurement Devices14
- Chapter 11: The Standard Model of a Programmable Quantum Processor15
- Chapter 12: The No-Programming Theorem for Unitary Channels16
- Chapter 13: Beyond Unitaries: Programmability of Quantum Channels17
- Chapter 14: Programmable Quantum Measurement Devices18
- Chapter 15: Exact, Probabilistic, and Heralded Programming19
- Chapter 16: Approximate Programmability and Error Metrics20
- Chapter 17: Universal Programmable Processors and Port-Based Teleportation21
- Chapter 18: Quantum Supermaps, Combs, and Higher-Order Devices22
- Chapter 19: Learning, Estimating, and Compiling Quantum Devices23
- Chapter 20: Resource Theories of Programmability24
- Chapter 21: Physical Architectures for Programmable Quantum Devices25
- Chapter 22: Reading Research Papers in Programmable Quantum Devices26
- Chapter 23: Research Problems and Methods27
- Conclusion28