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All Technical Committee Conferences (Searched in: All Years)
| Committee | Date Time | Place | Paper Title / Authors | Abstract | Paper # | |
| RCC, ISEC, IT, WBS | 2024-03-13 14:15 |
Osaka | Osaka Univ. (Suita Campus) | Proxy Re-encryption based on LPN Haruki Fujimoto, Shingo Sato, Junji Shikata (YNU)  IT2023-88 ISEC2023-87 WBS2023-76 RCC2023-70 |
We propose a proxy re-encryption (PRE) scheme based on the Learning Parity with Noise (LPN) problem using error-correcti... [more] | IT2023-88 ISEC2023-87 WBS2023-76 RCC2023-70 pp.79-86 |
| RCC, ISEC, IT, WBS | 2024-03-13 14:15 |
Osaka | Osaka Univ. (Suita Campus) | Quantum Insertion Correcting Algorithm for Quantum Deletion Correcting Codes Based on Quantum Reed-Solomon Codes Koki Sasaki, Takayuki Nozaki (Yamaguchi Univ.) IT2023-91 ISEC2023-90 WBS2023-79 RCC2023-73 |
Research on quantum insertion or deletion error correcting codes has become active in recent years.In 2023, Hagiwara con... [more] | IT2023-91 ISEC2023-90 WBS2023-79 RCC2023-73 pp.102-107 |
| SIP, IT, RCS | 2024-01-19 10:55 |
Miyagi | (Primary: On-site, Secondary: Online) |
Single-Insertion/Deletion Correcting Non-binary Quantum Codes and Decoding Algorithm Ken Nakamura, Takayuki Nozaki (Yamaguchi Univ.) IT2023-64 SIP2023-97 RCS2023-239 |
This paper inverstigates decoding algorithm for correcting quantum insertion errors and quantum deletion errors. This pa... [more] | IT2023-64 SIP2023-97 RCS2023-239 pp.187-192 |
| IT, RCS, SIP | 2023-01-24 11:30 |
Gunma | Maebashi Terrsa (Primary: On-site, Secondary: Online) |
Classical Code Construction for Quantum Deletion Error-Correcting Codes Manabu Hagiwara (Chiba Univ.) IT2022-38 SIP2022-89 RCS2022-217 |
As a recent contribution, the author provided conditions that a classical deletion error-correcting code is converted to... [more] | IT2022-38 SIP2022-89 RCS2022-217 pp.51-53 |
| QIT (2nd) |
2022-12-09 18:15 |
Kanagawa | Keio Univ. (Primary: On-site, Secondary: Online) |
Secure multi-party quantum computation based on triorthogonal quantum error-correcting codes Petr Mishchenko, Keita Xagawa (NTT) |
Secure multi-party quantum computation (MPQC) protocol is a versatile tool that enables error-free distributed quantum c... [more] | |
| QIT (2nd) |
2022-12-08 14:00 |
Kanagawa | Keio Univ. (Primary: On-site, Secondary: Online) |
[Poster Presentation]
Correction protocol of erasure errors on surface code for Rydberg quantum computer Fumiyoshi Kobayashi (Mercari/Osaka Univ.), Shota Nagayama (Mercari/Keio Univ) |
The Rydberg atomic quantum computer with optical tweezers array has good properties as a platform for quantum computing ... [more] | |
| QIT (2nd) |
2022-05-30 16:20 |
Online | Online | Quantum Deletion Error and Instances of Single Quantum Deletion Error-Correcting Codes Manabu Hagiwara (Chiba Univ.) |
First, the fundamentals concerning quantum deletion errors will be introduced. In particular, this manuscript introduces... [more] | |
| QIT (2nd) |
2022-05-31 13:30 |
Online | Online | Fast decoding algorithms with Fenwick trees for surface codes under non-uniform errors Tomochika Arai (Univ. of Tokyo), Yasunari Suzuki, Yuuki Tokunaga (NTT) |
Surface codes are one of the most promising quantum error-correcting codes, and its error estimation can be rephrased as... [more] | |
| QIT (2nd) |
2021-11-30 17:00 |
Online | Online | Secure multi-party quantum computation based on triply-even quantum error-correcting codes Mishchenko Petr, Xagawa Keita (NTT) |
In this talk we suggest secure multi-party quantum computation based on triply-even Chalderbank-Shor-Steane (CSS) quantu... [more] | |
| AP, SANE, SAT (Joint) |
2020-07-15 15:05 |
Online | Online | Numerical investigation on the application of polar codes to free-space quantum key distribution Yuma Yamashita (NITech), Hiroyuki Endo (NICT), Shingo Fujita, Eiji Okamoto (NITech), Hideki Takenaka, Morio Toyoshima (NICT) SAT2020-5 |
Quantum key distribution (QKD) is a technology to securely share keys against any attack physically permitted, with the ... [more] | SAT2020-5 pp.13-18 |
| IT, SIP, RCS | 2020-01-24 10:45 |
Hiroshima | Hiroshima City Youth Center | Construction of Quantum Error Correcting Codes for Single Deletion Errors Ayumu Nakayama, Manabu Hagiwara (Chiba Univ.) IT2019-68 SIP2019-81 RCS2019-298 |
In this paper, we discuss the construction of quantum error correcting codes for single deletion errors. To begin with, ... [more] | IT2019-68 SIP2019-81 RCS2019-298 pp.185-189 |
| QIT (2nd) |
2019-11-18 17:50 |
Tokyo | Gakushuin University | Error suppression for adiabatic quantum computation with 2-local Hamiltonian Ryotaro Suzuki, Keisuke Fujii (Osaka Univ.) |
To protect adiabatic quantum computation (AQC) from noise is necessary for reliable and large‐scale quantum computation.... [more] | |
| QIT (2nd) |
2019-11-19 12:10 |
Tokyo | Gakushuin University | Conditions for equivalence of magic state distillation protocols in prime dimension at least 5 Yasuhiro Kondo, Ryuhei Mori (Tokyo Tech) |
Magic state distillation protocol is necessary for quantum fault-tolerant computation. There are two well-known methods... [more] |
|
| ISEC | 2017-09-04 14:30 |
Tokyo | Kikai-Shinko-Kaikan Bldg. | Stabilizer Based Quantum Secret Sharing Constructed from Algebraic Curves Cheng Wang (Saitama Univ.), Takeshi Koshiba (Waseda Univ.) ISEC2017-44 |
In this paper we proposed a quantum secret sharing scheme constructed from algebraic curves and the stabilizer quantum e... [more] | ISEC2017-44 pp.23-28 |
| QIT (2nd) |
2016-11-25 10:30 |
Ibaraki | KEK Kobayashi-hall | [Tutorial Invited Lecture]
Emergent Spacetime from Qubits via Holography Tadashi Takayanagi (YITP, Kyoto U.) |
Holographic Principle, which was discovered in string theory, tells us that gravitational dynamics of universe is equiva... [more] | |
| QIT (2nd) |
2015-11-24 13:40 |
Kanagawa | NTT Atsugi R&D center | [Poster Presentation]
Solution to the Mean King's Problem in Qubit-Systems Using Higher-Dimensional Quantum Error-Correcting Codes Toru Kuriyama, Masakazu Yoshida, Jun Cheng (Doshisha Univ.) |
Mean King's problem is a king of quantum estimation problems. In qubit-systems, we construct a higher-dimensional quantu... [more] | |
| IT | 2014-01-27 13:05 |
Osaka | Osaka City University | A construction of adaptive quantum noise control [(pq)^2, (2+p(q-1))(pq-1)] codes Tomoji Maruishi, Toru Fujiwara (Osaka Univ.) IT2013-47 |
Typically, in physical devices, phase errors occur far more than bit errors. Recently, adaptively quantum noise control ... [more] | IT2013-47 pp.11-16 |
| QIT (2nd) |
2013-05-27 17:10 |
Hokkaido | Hokkaido Univ. | Construction of Single Error Correcting Quantum Codes for Amplitude Damping Channel Based on Classical Codes over GF(7) Keisuke Kodaira, Mihoko Wada, Tomoharu Shibuya (Sophia Univ.) |
The amplitude damping quantum channel is one of the models describing evolution of quantum states. The construction of... [more] |
|
| QIT (2nd) |
2012-05-22 15:50 |
Fukui | Fukui Univ. | A Solution to the Mean King's Problem using Quantum Error-Correcting Codes Masakazu Yoshida (Chuo Univ.), Takayuki Miyadera (Kyoto Univ.), Gen Kimura (Shibaura Inst. of Tech.), Hideki Imai (Chuo Univ.) |
Mean King's problem is formulated as a quantum retrodiction problem for noncommutative observables. In this paper, we in... [more] | |
| IBISML | 2010-11-04 15:00 |
Tokyo | IIS, Univ. of Tokyo | [Poster Presentation]
Quantum Error Correction with Non-Binary LDPC Codes Kenta Kasai (Tokyo Inst. of Tech.), Manabu Hagiwara (AIST), Hideki Imai (Chuo Univ.), Kohichi Sakaniwa (Tokyo Inst. of Tech.) IBISML2010-77 |
Quantum error correction is used in quantum computing and quantum communications to protect quantum information from qua... [more] | IBISML2010-77 pp.135-145 |
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