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Theory of Quantum Computation, Communication, and Cryptography

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Cover of 'Theory of Quantum Computation, Communication, and Cryptography'

Table of Contents

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    Book Overview
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    Chapter 1 Asymptotically Optimal Discrimination between Pure Quantum States
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    Chapter 2 On Quantum Estimation, Quantum Cloning and Finite Quantum de Finetti Theorems
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    Chapter 3 Simple Sets of Measurements for Universal Quantum Computation and Graph State Preparation
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    Chapter 4 Computational Depth Complexity of Measurement-Based Quantum Computation
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    Chapter 5 Local Equivalence of Surface Code States
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    Chapter 6 Testing Non-isometry Is QMA -Complete
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    Chapter 7 Quantum Search with Advice
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    Chapter 8 Simulating Sparse Hamiltonians with Star Decompositions
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    Chapter 9 The Polynomial Degree of Recursive Fourier Sampling
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    Chapter 10 Generalized Self-testing and the Security of the 6-State Protocol
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    Chapter 11 A Conceptually Simple Proof of the Quantum Reverse Shannon Theorem
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    Chapter 12 Geometric Entanglement of Symmetric States and the Majorana Representation
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    Chapter 13 Monogamy of Multi-qubit Entanglement in Terms of Rényi and Tsallis Entropies
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    Chapter 14 Bypassing State Initialisation in Perfect State Transfer Protocols on Spin-Chains
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    Chapter 15 Teleportation of a Quantum State of a Spatial Mode with a Single Massive Particle
Attention for Chapter 4: Computational Depth Complexity of Measurement-Based Quantum Computation
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