Coding constructions for efficient oblivious transfer from noisy channels
We consider oblivious transfer protocols performed over binary symmetric channels in a malicious setting where parties will actively cheat if they can. We provide constructions purely based on coding theory that achieve an explicit positive rate, the essential ingredient being the existence of linea...
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sg-ntu-dr.10356-1625202022-10-26T06:43:04Z Coding constructions for efficient oblivious transfer from noisy channels Oggier, Frédérique Zemor, Gilles School of Physical and Mathematical Sciences Science::Mathematics Linear Codes Cryptographic Protocols We consider oblivious transfer protocols performed over binary symmetric channels in a malicious setting where parties will actively cheat if they can. We provide constructions purely based on coding theory that achieve an explicit positive rate, the essential ingredient being the existence of linear codes whose Schur products are asymptotically good. National Research Foundation (NRF) The work of Frédérique Oggier was supported by the Singapore National Research Foundation under Research Grant NRF-RF2009-07. 2022-10-26T06:43:04Z 2022-10-26T06:43:04Z 2022 Journal Article Oggier, F. & Zemor, G. (2022). Coding constructions for efficient oblivious transfer from noisy channels. IEEE Transactions On Information Theory, 68(4), 2719-2734. https://dx.doi.org/10.1109/TIT.2022.3143310 0018-9448 https://hdl.handle.net/10356/162520 10.1109/TIT.2022.3143310 2-s2.0-85123308737 4 68 2719 2734 en NRF-RF2009-07 IEEE Transactions on Information Theory © 2022 IEEE. All rights reserved. |
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Science::Mathematics Linear Codes Cryptographic Protocols Oggier, Frédérique Zemor, Gilles Coding constructions for efficient oblivious transfer from noisy channels |
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We consider oblivious transfer protocols performed over binary symmetric channels in a malicious setting where parties will actively cheat if they can. We provide constructions purely based on coding theory that achieve an explicit positive rate, the essential ingredient being the existence of linear codes whose Schur products are asymptotically good. |
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School of Physical and Mathematical Sciences |
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School of Physical and Mathematical Sciences Oggier, Frédérique Zemor, Gilles |
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Article |
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Oggier, Frédérique Zemor, Gilles |
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Oggier, Frédérique |
title |
Coding constructions for efficient oblivious transfer from noisy channels |
title_short |
Coding constructions for efficient oblivious transfer from noisy channels |
title_full |
Coding constructions for efficient oblivious transfer from noisy channels |
title_fullStr |
Coding constructions for efficient oblivious transfer from noisy channels |
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Coding constructions for efficient oblivious transfer from noisy channels |
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coding constructions for efficient oblivious transfer from noisy channels |
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2022 |
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https://hdl.handle.net/10356/162520 |
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