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Toric code
Painstakingly-Edited Typeset Lecture Notes
Superconducting Quantum Simulator for Topological Order and the Toric Code
Arxiv:1803.00026V4 [Cond-Mat.Str-El] 8 Feb 2019 3 Variational Quantum-Classical Simulation (VQCS) 5
QIP 2010 Tutorial and Scientific Programmes
Fault-Tolerant Quantum Computation: Theory and Practice
Performance of Various Low-Level Decoder for Surface Codes in the Presence of Measurement Error
Topology & Entanglement in Driven (Floquet) Many Body Quantum Systems
Machine Learning Quantum Error Correction Codes: Learning the Toric Code
On the Complexity of Two Dimensional Commuting Local Hamiltonians
Arxiv:1512.04528V1 [Cond-Mat.Stat-Mech] 14 Dec 2015 and Any Occupation of Level |1I Slowly Decays Back to Level a Pioneering Work [9]
Analysis of Quantum Error-Correcting Codes: Symplectic Lattice Codes and Toric Codes
Arxiv:2012.05235V2 [Quant-Ph] 20 Aug 2021 Various Analog Quantum Simulators, E.G
Toric Codes, a Type of Topological Quantum Error Correcting Code
Parafermion Stabilizer Codes Utkan Güngördü University of Nebraska-Lincoln,
[email protected]
Toric Code Kevin Lucht Outline • Toric Code • Operator and System • Ground States • Excited States • Application to Quantum Information
The Toric Code at Finite Temperature by Christian Daniel Freeman A
Arxiv:1311.4895V1 [Quant-Ph] 19 Nov 2013 Tion Is Encoded in Degrees of Freedom Which Are Independent More Information with Which to Determine the Error Locations
Approximate Low-Weight Check Codes and Circuit Lower Bounds for Noisy Ground States Chinmay Nirkhe
[email protected]
Top View
Quantum Algorithms
Local Hamiltonians Whose Ground States Are Hard to Approximate
The Kitaev Models 1
Quantum Circuit Depth Lower Bounds for Homological Codes
Topological Quantum Computation
PHY392T NOTES: TOPOLOGICAL PHASES of MATTER Contents 1
Lecture Notes Live Here
Quantum Computation with Topological Codes
The Advantages of Qudit Fault-Tolerance
[[4,2,2]]-Concatenated Toric Code for a Scalable Circuit-QED Architecture
PHY682 Special Topics in Solid-State Physics: Quantum Information Science Lecture Time: 2:40-4:00PM Monday & Wednesday
Interplay Between Symmetry and Topological Order in Quantum Spin Systems
Superconducting Quantum Simulator for Topological Order and the Toric Code
Quantum Error Correction with the Toric Gottesman-Kitaev-Preskill Code Christophe Vuillot, Hamed Asasi, Yang Wang, Leonid P
Workshop Machine Learning for Quantum Technology 2019
Unhinging'the Surfaces of Higher-Order Topological Insulators and Superconductors
Time Crystals and Space Crystals: Strongly Correlated Phases of Matter with Space-Time Symmetries
SPIN GLASS REFLECTION of the DECODING TRANSITION for QUANTUM ERROR CORRECTING CODES Alexey Kovalev University of Nebraska - Lncoln,
[email protected]
New Methods in Quantum Error Correction and Fault-Tolerant Quantum Computing
Nonlocal Defects on the Toric Code
Topological Order and Quantum Computation Toric Code
Universal Quantum Computation with Gapped Boundaries
Translation Symmetry-Enriched Toric Code Insulator
The Toric Code
Introduction to Topological Quantum Computation
Homological Quantum Codes Beyond the Toric Code
Continuous Symmetries and Approximate Quantum Error Correction
Arxiv:2104.01180V1 [Quant-Ph] 2 Apr 2021 Logical Order [1, 2]
The NLTS Conjecture
Measurement-Free Topological Protection Using Dissipative Feedback
Arxiv:1112.1017V2 [Quant-Ph] 31 Mar 2012 of the Topological Code, I.E
Quantum Simulation with Periodically Driven Superconducting Circuits By
Arxiv:1707.05490V2 [Quant-Ph] 1 Nov 2017
Local Hamiltonians Whose Ground States Are Hard to Approximate
Quantum Error Correction for the Toric Code Using Deep Reinforcement Learning
Distributed Training for Deep Reinforce- Ment Learning Decoders on the Toric Code
Arxiv:1907.09528V2 [Quant-Ph]
Lecture Notes for Physics 219: Quantum Computation
Fault-Tolerant Quantum Computation: Theory and Practice
Optimizing Quantum Error Correction Codes with Reinforcement Learning
Topological Quantum Computation and Algorithms • Links and Knots • Jones Polynomial • Braid Group • Approximating Jones Polynomial
Classical Structures in Topological Quantum Computing
Topological Quantum Computation
ATIYAH-SEGAL TYPE FUNCTORIAL TQFTS the Subject of Topological
Arxiv:1604.04062V2 [Quant-Ph] 18 Aug 2016
Topological Quantum: Lecture Notes
Complexity of Commuting Hamiltonians on a Square Lattice of Qubits
The K-Local Pauli Commuting Hamiltonians Problem Is in P
Many-Body Models for Topological Quantum Information
A Tensor Network Approach to Non-Chiral Topological Order
Leakage Suppression in the Toric Code
FAKULT¨AT F¨UR PHYSIK Many-Body Physics with Circuit