Media Summary: 13th Innovations in Theoretical Computer Science Conference (ITCS 2022) Um so this is the um error rate or the air rate on The Logical qubit right we we have we use our torque ... circuits and all these codes um so first why do we care about

Explicit Abelian Lifts And Quantum Ldpc Codes - Detailed Analysis & Overview

13th Innovations in Theoretical Computer Science Conference (ITCS 2022) Um so this is the um error rate or the air rate on The Logical qubit right we we have we use our torque ... circuits and all these codes um so first why do we care about So I'm today I'm going to be talking about um designing specifically This talk is from QEC'19 - the 5th International Conference on Time: Aug 12, 2022, 10:00 am (Taipei Time) Speaker: Ting-Chun Lin Title: Good

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Explicit Abelian Lifts and Quantum LDPC Codes
BSS2023, Aleksander Kubica, From topological to quantum LDPC codes II, July 18
NLTS Hamiltonians (and Strongly-Explicit SoS Lower Bounds) from Low-Rate Quantum LDPC Codes
Quantum computing with LDPC codes - Larry Cohen
Pavel Panteleev: Quantum LDPC Codes from HDXs
Nikolas Breuckmann - LDPC Quantum Codes, Recent Developments, Challenges & Opportunities
Nicolas Delfosse - Two-dimensional implementations of quantum LDPC codes
Armands Strikis - Quantum LDPC codes for modular architectures
Pavel Panteleev (Moscow) - Degenerate Quantum LDPC Codes With Good Finite Length Performance
2022_08_12_Good Quantum LDPC Codes with Linear Time Decoders
Introduction to qLDPC Codes
QIP 2022 | Good quantum LDPC codes and their classical relatives (Pavel Panteleev)
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Explicit Abelian Lifts and Quantum LDPC Codes

Explicit Abelian Lifts and Quantum LDPC Codes

13th Innovations in Theoretical Computer Science Conference (ITCS 2022) http://itcs-conf.org/

BSS2023, Aleksander Kubica, From topological to quantum LDPC codes II, July 18

BSS2023, Aleksander Kubica, From topological to quantum LDPC codes II, July 18

Um so this is the um error rate or the air rate on The Logical qubit right we we have we use our torque

NLTS Hamiltonians (and Strongly-Explicit SoS Lower Bounds) from Low-Rate Quantum LDPC Codes

NLTS Hamiltonians (and Strongly-Explicit SoS Lower Bounds) from Low-Rate Quantum LDPC Codes

Louis Golowich (UC Berkeley) https://simons.berkeley.edu/talks/louis-golowich-uc-berkeley-2024-03-20

Quantum computing with LDPC codes - Larry Cohen

Quantum computing with LDPC codes - Larry Cohen

Quantum

Pavel Panteleev: Quantum LDPC Codes from HDXs

Pavel Panteleev: Quantum LDPC Codes from HDXs

Quantum

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Nikolas Breuckmann - LDPC Quantum Codes, Recent Developments, Challenges & Opportunities

Nikolas Breuckmann - LDPC Quantum Codes, Recent Developments, Challenges & Opportunities

LDPC Quantum Codes

Nicolas Delfosse - Two-dimensional implementations of quantum LDPC codes

Nicolas Delfosse - Two-dimensional implementations of quantum LDPC codes

... circuits and all these codes um so first why do we care about

Armands Strikis - Quantum LDPC codes for modular architectures

Armands Strikis - Quantum LDPC codes for modular architectures

So I'm today I'm going to be talking about um designing specifically

Pavel Panteleev (Moscow) - Degenerate Quantum LDPC Codes With Good Finite Length Performance

Pavel Panteleev (Moscow) - Degenerate Quantum LDPC Codes With Good Finite Length Performance

This talk is from QEC'19 - the 5th International Conference on

2022_08_12_Good Quantum LDPC Codes with Linear Time Decoders

2022_08_12_Good Quantum LDPC Codes with Linear Time Decoders

Time: Aug 12, 2022, 10:00 am (Taipei Time) Speaker: Ting-Chun Lin Title: Good

Introduction to qLDPC Codes

Introduction to qLDPC Codes

Louis Golowich (UC Berkeley) https://simons.berkeley.edu/talks/louis-golowich-uc-berkeley-2024-02-12 Advances in

QIP 2022 | Good quantum LDPC codes and their classical relatives (Pavel Panteleev)

QIP 2022 | Good quantum LDPC codes and their classical relatives (Pavel Panteleev)

Title: Good

STOC 2022 - Asymptotically Good Quantum and Locally Testable Classical LDPC Codes

STOC 2022 - Asymptotically Good Quantum and Locally Testable Classical LDPC Codes

Asymptotically Good