Faculty Information - Yoshioka Daisaburou

Yoshioka Daisaburou

Department / Course FACULTY OF COMPUTER AND INFORMATIONSCIENCES Department of Computer and Information Sciences

Job

Book and thesis
1.	2023/06	Other	Periodic Properties of Commutative Polynomials Defined by Fourth Order Recurrence Relations with Two Variables Over Z_2^k Proc. of 2023 IEEE International Symposium on Information Theory (ISIT),pp.1425-1429 (Sole-authored)
2.	2022/12	Other	Investigations of degree period of commutative polynomials defined by fourth-order recurrence relations with two variables over Z/2^kZ Proc. of NOLTA 2022,pp.499-502 (Co-authored)
3.	2022/04	Papers	Design of inverse permutations derived by compositions of permutations Nonlinear theory and its applications, IEICE 13 (2),pp.330-335 (Co-authored)
4.	2021/12	Other	Evaluations of Inverse Permutations based on Compositions of Permutations (Co-authored)
5.	2020/10	Papers	Security of Public-Key Cryptosystems Based on Chebyshev Polynomials Over Z/pkZ IEEE Trans. Circuits and Systems II 67 (10),pp.2204-2208 (Sole-authored)
6.	2019/11	Other	A circuit design of discretized chaotic maps with two iterations for speeding up S-box generation Proc. of 2019 IEEE Asia Pacific Conference on Circuits and Systems (APCCAS),pp.241-244 (Sole-authored)
7.	2018/12	Other	Security of Public-Key Cryptosystems Based on Chebyshev Polynomials over the Residue Ring Z/pkZ Proc. of 2018 IEEE Global Communications Conference (GLOBECOM) (Sole-authored)
8.	2018/03	Papers	Properties of Chebyshev polynomials modulo p^k IEEE Transactions on Circuits and Systems 65 (3),pp.386-390 (Sole-authored)
9.	2016/11	Other	The period of Chebyshev polynomial sequences modulo a prime power p^k Proc. of 2016 International Conference on Nonlinear Theory and Its Applications (NOLTA),pp.238-241 (Co-authored)
10.	2016/08	Papers	Periodic properties of Chebyshev polynomial sequences over the residue ring Z/2^kZ IEEE Transactions on Circuits and Systems II 63 (8),pp.778-782 (Co-authored)
11.	2015/07	Papers	On some properties of Chebyshev polynomial sequences modulo 2^k Nonlinear Theory and Its Applications, IEICE 6 (3),pp.443-452 (Co-authored)
12.	2015/05	Other	Some properties of sequences generated by Chebyshev polynomials modulo 2^k Proc. of 2015 IEEE International Symposium on Circuits and Systems (ISCAS),pp.846-849 (Co-authored)
13.	2014/06	Papers	The design of low complexity S-boxes based on a discretized piecewise linear chaotic map IEICE Trans. Fundamentals E97-A (6),pp.1396-1404 (Co-authored)
14.	2013/07	Other	Hardware implementable S-box based on a discretized piecewise linear chaotic map Proc. of 9th IEEE International Wireless Communications & Mobile Computing Conference (IWCMC),pp.1120-1125 (Sole-authored)
15.	2011/06	Papers	Design of maximum length pseudochaotic sequences derived from discretized chaotic maps and their autocorrelation properties IEICE Trans. Fundamentals E.94-A (6),pp.1408-1416 (Co-authored)
16.	2010/10	Other	A construction method of maximum length NFSR sequences based on linear equations Proc. of 2010 IEEE International Symposium on Spread Spectrum Techniques and Applications (ISSSTA),pp.185-188 (Sole-authored)
17.	2010	Other	Numerical evaluations of autocorrelations of maximum length sequences derived from discretized chaos maps Proc. of ITC-CSCC 2010,pp.594-597 (Co-authored)
18.	2009/11	Other	Evaluation of maximum length pseudochaotic sequences obtained from discretized chaos maps as a source of pseudorandom numbers Proc. of IEEE TENCON 2009,pp.1-5 (Co-authored)
19.	2009/12	Papers	A study of multicarrier DS-CDMA employing chaotic spreading codes with different chip waveforms International Journal of Innovative Computing, Information and Controls Vol.5 (No.12),pp.4667-4674 (Sole-authored)
20.	2008/12	Other	Performance of multicarrier DS-CDMA using chaotic spreading sequences with different chip waveforms Proc. of 2008 International Symposium on Intelligent Informatics (ISII),pp.84 (Sole-authored)
21.	2008/12	Other	Parallel Algorithm for finding an Eulerian path in an undirected graph Proc. of 2008 WSEAS International Conference on Applied Mathematics,pp.82-86 (Co-authored)
22.	2008/08	Other	Design of pseudochatic maximum length sequences with prescribed autocorrelation obtained from discretized chaos maps Proc. of IEEE International Symposium on Spread Spectrum Technique and its Application (ISSSTA),pp.156-160 (Co-authored)
23.	2008	Papers	Performance of multicarrier DS-CDMA systems using chaotic spreading codes with arbitrary carrier spacing International Journal of Innovative Computing,Information and Control Vol .4 (No .10),pp.2679-2687 (Sole-authored)
24.	2007/10	Papers	Maximal-period sequences generated by feedback-limited nonlinear shift registers IEICE Trans. Fundamentals E.90-A (10),pp.2079-2084 (Co-authored)
25.	2007/09	Other	On generation of pseudochaotic sequences obtained by discretized chaos maps Proc. of 2007 Nonlinear Theory and Its Applications (NOLTA),pp.136-139 (Co-authored)
26.	2007/07	Other	On carrier spacing of MC-DS-CDMA systems employing chaotic spreading sequences Proc. of ITC-CSCC 2007 vol.3,pp.1193-1194 (Co-authored)
27.	2007/07	Other	An algorithm for the construction of maximal-period sequences obtained by discretized chaos maps Proc. of ITC-CSCC 2007 vol.3,pp.1037-1038 (Co-authored)
28.	2007/07	Other	A generation method of maximal-period sequences obtained by discretized chaos maps Proc. of ITC-CSCC 2007 vol.3,pp.1192-1193 (Co-authored)
29.	2007/07	Other	Power feeding and data transmission system using magnetic coupling for an ocean observation mooring buoy IEEE Trans. Magnetics (Proc. of 2007 Intermag conference) vol.43 (no.6),pp.2663-2665
30.	2007	Other	Performance of MC-DS-CDMA systems employing chaotic binary sequences Proc. of ICICIC (Co-authored)
31.	2006/09	Other	A study of generation of aperiodic random numbers using tent-map type feedback shift registers Proc. of NOLTA 2006 (Co-authored)
32.	2005/07	Other	Lyapunov exponents for nonlinear feedback shift registers 4,pp.1288-1289 (Co-authored)
33.	2005/07	Other	Characteristics of feedback-limited nonlinear shift register sequences 4,pp.1287-1288 (Co-authored)
34.	2004/11	Other	Pseudorandom orthogonal sequences based on Hadamard,matrix and their correlation properties,,pp.729-732 (Co-authored)
35.	2004/11	Other	Equivalence of periodic sequences generated by Bernoulli and tent maps with finite bits,pp.737-740 (Co-authored)
36.	2004/11	Other	A design of line codes based on chaos maps and their performance in band limited spread spectrum transmission Proc. of NOLTA 2004,pp.733-736 (Co-authored)
37.	2004/08	Other	Initial phase selection of chaos-based spreading sequences in asynchronous DS-CDMA Systems,pp.713-717 (Co-authored)
38.	2004/08	Other	Design of spreading sequences with negative auto-correlations realizable by nonlinear feedback shift registers Proc. of IEEE International Symposium on Spread Spectrum Techniquies and Its Applications,pp.330-334 (Co-authored)
39.	2004/06	Papers	An algorithm for the generation of maximal-period sequences based on one-dimensional chaos maps with finite bits IEICE Trans. Fundamentals VOl.E87-A (6),pp.1371-1376 (Co-authored)
40.	2004/03	Other	Initial phase selection of maximal-period sequences based on chaotic maps in asynchronous DS-CDMA Proc. of 2004 RISP International Workshop,pp.257-260 (Co-authored)
41.	2003/07	Other	Characteristics of orthogonalized maximal-period sequences, roc. of ITC-CSCC 2003,pp.856-859 (Co-authored)
42.	2003/07	Other	Algorithm of generation of maximal-period sequences based on one-dimensional maps with finite bits Proc. of ITC-CSCC 2003 1,pp.158-161 (Co-authored)
43.	2003/06	Papers	Maximal-period sequences with negative auto-correlations and their application to asynchronous DS-CDMA systems IEICE Trans. Fundamentals Vol.E86-A (6),pp.1405-1413 (Co-authored)
44.	2002/07	Other	Search algorithm of maximal-period sequences based on one-dimensional maps with finite bits and its application to DS-CDMA systems Proc. of 2002 International Technical Conference on Circuits/Systems, Computers and Communications 3,pp.2019-2022 (Co-authored)