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The [[4, 2, 2]]-Toric Code 30:01
πŸ“Ί Ben Criger β€’ πŸ‘οΈ 432 views
The Toric Code Explained 25:33
πŸ“Ί Thomas Ersevim β€’ πŸ‘οΈ 1,020 views
A local automaton for the 2D toric code 1:18:01
πŸ“Ί NUS Physics Condensed Matters Series β€’ πŸ‘οΈ 122 views

The 4 2 2 Toric Code Information Guide

  1. Introduction to The 4 2 2 Toric Code
  2. Key Details
  3. History
  4. Full Guide
  5. Future Outlook

Introduction to The 4 2 2 Toric Code

Information The [[4, 2, 2]]-Toric Code Guide
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Key Details

Details The Toric Code Explained Guide
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History

Details INTRODUCTION TO TOPOLOGICAL ORDER, DEMONSTRATION VIA THE TORIC CODE Update
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Toric Code Breakthrough: 90 Cycles of Quantum Error Correction with Neutral Atoms
Toric Code Breakthrough: 90 Cycles of Quantum Error Correction with Neutral Atoms
Poster - Kitaev's honeycomb lattice model: topological phases, BCS states and toric code stabilizers
Poster - Kitaev's honeycomb lattice model: topological phases, BCS states and toric code stabilizers
Kitaev's Honeycomb Lattice Model: Topological Phases, BCS States and Toric Code Stabilizers
Kitaev's Honeycomb Lattice Model: Topological Phases, BCS States and Toric Code Stabilizers
Lukasz Fidkowski (U Washington) Gravitational anomaly of 3 + 1d Z2 toric code @Harvard 12/10/2021
Lukasz Fidkowski (U Washington) Gravitational anomaly of 3 + 1d Z2 toric code @Harvard 12/10/2021
The Toric Code: A Quantum Computing Case Study for Topological Field Theory - Rohan Wassink
The Toric Code: A Quantum Computing Case Study for Topological Field Theory - Rohan Wassink
A local automaton for the 2D toric code
A local automaton for the 2D toric code
Lukasz Fidkowski - Gravitational anomaly of 3 + 1 dimensional Z2 toric code - 11-15-21
Lukasz Fidkowski - Gravitational anomaly of 3 + 1 dimensional Z2 toric code - 11-15-21
Surface code error correction on a defective lattice
Surface code error correction on a defective lattice
Ruben Verresen - Towards Realizing Toric Code Topological Order in the Lab
Ruben Verresen - Towards Realizing Toric Code Topological Order in the Lab
Four-dimensional toric code with non-Clifford transversal gates & Locally unencoding the color code
Four-dimensional toric code with non-Clifford transversal gates & Locally unencoding the color code
Toric Code | Quantum Physics Lecture Series by Utsav Karia | Lecture 44
Toric Code | Quantum Physics Lecture Series by Utsav Karia | Lecture 44

Full Guide

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Last Updated: August 20, 2026

Future Outlook

Information Keynote: Introduction to surface codes Guide
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