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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 - 2024-03-14 |
Osaka | Osaka Univ. (Suita Campus) | A solution of degree solving problem of the commutative fourth order recurrecne relation with two varibales over Z_2k Daisaburo Yoshioka, Takuma Nishizaka (Sojo Univ.)  IT2023-93 ISEC2023-92 WBS2023-81 RCC2023-75 |
[more] | IT2023-93 ISEC2023-92 WBS2023-81 RCC2023-75 pp.114-117 |
| CCS, NLP | 2023-06-09 14:20 |
Tokyo | Tokyo City Univ. | Sequence period of sequences generated by fourth-order reccurence relations with two variables over Z 2k Daisaburo Yoshioka (Sojo Univ.) NLP2023-25 CCS2023-13 |
In recent years, a public-key cryptosystem based on Chebyshev polynomials over the residue ring of modulo 2k has been pr... [more] | NLP2023-25 CCS2023-13 pp.53-56 |
| NLP | 2022-11-25 09:45 |
Shiga | (Primary: On-site, Secondary: Online) |
Maximal period of sequences generated by fourth-order recurrence relations with two variables modulo 2^k Daisaburo Yoshioka, Takuma Nishizaka (Sojo Univ.) NLP2022-69 |
[more] | NLP2022-69 pp.55-58 |
| NLP | 2022-08-02 09:50 |
Online | Online | Characteristics of degree period of commutative polynomials defined by fourth-order recurrence relations with two variables over Z2K Takuma Nishizaka, Daisaburo Yoshioka (Sojo Univ.) NLP2022-28 |
In recent years, a public-key cryptosystem based on Chebyshev polynomials over Z_{2^k} has been presented. Unfortunately... [more] | NLP2022-28 pp.11-14 |
| NLP, CCS | 2021-06-11 16:20 |
Online | Online | A construction method for inverse permutations based on compositions of permutations Yuuki Saitou, Daisaburo Yoshioka (Sojo Univ.) NLP2021-12 CCS2021-12 |
[more] | NLP2021-12 CCS2021-12 pp.57-60 |
| NLP | 2018-04-26 17:15 |
Kumamoto | Kumaoto Univ. | Design of accelerating circuit for S-box based on a discretized chaotic map Daisaburo Yoshioka (Sojo Univ.) NLP2018-13 |
(To be available after the conference date) [more] | NLP2018-13 pp.59-63 |
| IT | 2017-09-08 09:00 |
Yamaguchi | Centcore Yamaguchi Hotel | A solution of degree determination problem of Chebyshev polynomials over Z/p^kZ Daisaburo Yoshioka (Sojo Univ.) IT2017-38 |
Recently, a public key cryptosystem employing Chebyshev polynomials over a residue ring of integers has been proposed. T... [more] | IT2017-38 pp.1-4 |
| NLP | 2015-07-22 10:25 |
Hokkaido | Bibai Onsen Yu-rinkan | A solution on the degree determination problem of Chebyshev polynomials over the residue ring Z/2^kZ Kento Kawano, Daisaburo Yoshioka (Sojo Univ.) NLP2015-77 |
A public key cryptosystem based on Chebyshev polynomials over the residue ring Z/2^k Z is recently introduced. In this p... [more] | NLP2015-77 pp.53-56 |
| SIP, CAS, VLD | 2009-07-01 15:10 |
Hokkaido | Kushiko-shi Shogai Gakushu Center | Design of maximum length sequences obtained by nonlinear feedback shift registers with linear recurrence equation Daisaburo Yoshioka (Sojo Univ.), Akio Tsuneda (Kumamoto Univ.) CAS2009-6 VLD2009-11 SIP2009-23 |
In this correspondence, a method of obtaining maximum length period sequences obtained from nonlinear feedback shift reg... [more] | CAS2009-6 VLD2009-11 SIP2009-23 pp.31-34 |
| IT | 2007-11-27 15:30 |
Mie | Kashikojima Hojoen (Shima) | [Invited Talk]
Maximal-Period Sequences by Linear/Nonlinear Feedback Shift Registers Akio Tsuneda (Kumamoto Univ.), Daisaburo Yoshioka (Sojo Univ.) IT2007-22 |
Maximal-period sequences generated by linear feedback shift registers are called M-sequences, which are well-known pse... [more] |
IT2007-22 pp.17-20 |
| NLP | 2006-12-13 16:30 |
Hokkaido | On design of maximal-period sequences obtained from discretized chaos maps Daisaburo Yoshioka (Sojo Univ.), Akio Tsuneda (Kumamoto Univ.) |
[more] | NLP2006-99 pp.53-56 |
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| NLP | 2006-05-11 12:30 |
Kumamoto | Kumamoto Univ. | A Study on Test Pattern Generation for LSI Tests Using Chaotic Sequences Atsushi Izukura, Ryusuke Tsuchida, Kunihiko Kudou, Daisaburo Yoshioka, Akio Tsuneda, Takahiro Inoue (Kumamoto Univ.) |
Linear feedback shift registers (LFSRs) are extensively used in built-in self-test (BIST) as a test pattern generator (T... [more] | NLP2006-1 pp.1-4 |
| NLP | 2006-05-11 12:55 |
Kumamoto | Kumamoto Univ. | Generation of Aperiodic Random Numbers Using Feedback Shift Registers Akio Tsuneda, Takashi Tanoue, Sho Mitsuishi, Daisaburo Yoshioka, Takahiro Inoue (Kumamoto Univ.) |
There are several attempts to use chaotic sequences generated by nonlinear maps. Some chaotic maps can produce balanced ... [more] | NLP2006-2 pp.5-8 |
| CAS | 2006-01-12 17:15 |
Miyazaki | Correlation Properties of Orthogonal Sequences Generated by Nonlinear Shift Registers Akio Tsuneda, Yoshinori Higa, Daisaburo Yoshioka, Takahiro Inoue (Kumamoto Univ.) |
Nonlinear feedback shift registers (NFSRs) can be regarded as finite-bit-approximations of Bernoulli and tent maps which... [more] | CAS2005-86 pp.67-72 |
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