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Committee Date Time Place Paper Title / Authors Abstract Paper #
WBS, IT, ISEC 2021-03-04
15:20		 Online Online A Consideration on Evolving Secret Sharing Schemes using Linear Codes
Hiroki Toriumi, Nozomi Miya, Hajime Jinushi (Aoyama Gakuin Univ.) IT2020-132 ISEC2020-62 WBS2020-51		 Shamir's $(k, n)$ threshold scheme is realized by linear codes on a finite field. This scheme requires that an upper bou... [more] IT2020-132 ISEC2020-62 WBS2020-51
pp.123-127
WBS, IT, ISEC 2021-03-05
11:20		 Online Online Non-interactive multiparty computation adapt to dynamic participants
Shota Mazawa, Junji Shikata (Yokohama National Univ.) IT2020-148 ISEC2020-78 WBS2020-67		 Multi-party computation is a protocol that allows participants to communicate each other and know only the result of a c... [more] IT2020-148 ISEC2020-78 WBS2020-67
pp.219-224
ISEC, SITE, LOIS 2019-11-02
10:00		 Osaka Osaka Univ. Evolving Secret Sharing: Hierarchical Access Structure with Polynomial Share Size
Sabyasachi Dutta (Univ. of Calgary), Partha Sarathi Roy, Kazuhide Fukushima, Shinsaku Kiyomoto (KDDI Research), Kouichi Sakurai (Kyushu Univ.) ISEC2019-76 SITE2019-70 LOIS2019-35		 Secret sharing allows storing secret information in a distributed manner among several participants.
The original setti... [more]		 ISEC2019-76 SITE2019-70 LOIS2019-35
pp.93-98
WBS, IT, ISEC 2018-03-08
11:15		 Tokyo Katsusika Campas, Tokyo University of Science Construction of Secret Sharing Schemes with Small Thresholds for Countably Infinite Participants
Takashi Hisatome, Hiroki Koga (Univ. Tsukuba) IT2017-108 ISEC2017-96 WBS2017-89		 In Shamir's (k, n)-threshold scheme, given a secret S
a dealer generates n shares by using a random polynomial
of de... [more]		 IT2017-108 ISEC2017-96 WBS2017-89
pp.31-36
 Results 1 - 4 of 4  /   
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