The harmonic volumes of hyperelliptic curves,
Publ. Res. Inst. Math. Sci. 41 (2005), no. 3, 799--820.
(preprint arXiv:
math.GT0508432)
The pointed harmonic volumes of hyperelliptic curves
with Weierstrass base points,
Kodai Math. J. 29 (2006), no. 3, 370--382.
(preprint arXiv:
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A nontrivial algebraic cycle in
the Jacobian variety of the Klein quartic,
Mathematische Zeitschrift.
260 (2008), no. 2, 265--275,
(revised version(pdf),
preprint arXiv:
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The original publication is available at www.springerlink.com
A nontrivial algebraic cycle in
the Jacobian variety of the Fermat sextic,
Tsukuba J. Math.
33 (2009), no. 1, 29--38.
(preprint arXiv:
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The period matrix of the hyperelliptic curve $w^2=z^{2g+1}-1$,
Tsukuba J. Math.
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(preprint arXiv:
1211.6910).
Nontrivial algebraic cycles in the Jacobian varieties of some quotients of Fermat curves,
Internat. J. Math.
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Harmonic volume and its applications,
Handbook of Teichm\"uller Theory, Vol. VI (A. Papadopoulos, ed.), IRMA Lectures in Mathematics and Theoretical Physics Vol. 27
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Applied mathematics
M. Sekiguchi; M. Kaneko; Y. Tadokoro; S. Yamashita;
S. Takato:
A New Application of CASs to LaTeX Plottings,
Lecture Notes in Computer Science 4488 (2007), 178--185.
M. Kaneko; T. Abe; H. Izumi;
K. Kitahara; K. Fukazawa; M. Sekiguchi;
Y. Tadokoro; S. Yamashita; S. Takato:
A simple method of the TeX surface drawing suitable for teaching materials with the aid of CAS,
Lecture Notes in Computer Science 5102 (2008), 35--45.
M. Kaneko; T. Abe;
K. Fukazawa; M. Sekiguchi;
Y. Tadokoro; S. Yamashita; S. Takato:
CAS-aided Visualization in LaTeX Documents for Mathematical Education,
Teaching Mathematics and Computer Science
Vol. VIII (2010), Issue I , 1--18.
Iterated integrals and harmonic volumes of hyperelliptic curves from analytical and homological viewpoints(Japanese),
Perspectives of Hyperbolic Spaces (Japanese) (Kyoto, 2002). S\=urikaisekikenky\=usho K\=oky\=uroku No. 1329 (2003), 173--181.
Iterated integrals and harmonic volumes of compact Riemann surfaces,
The Proceedings of the conference "Intelligence of Low Dimensional Topology" (Osaka, 2004), 45--52.
Pointed harmonic volumes of hyperelliptic curves(Japanese),
New Evolution of Transformation Group Theory(Kyoto, 2005).
S\=urikaisekikenky\=usho K\=oky\=uroku No. 1449 (2005), 173--181.
Harmonic volumes and
non-trivial algebraic cycles of the Klein curve
and the Fermat quartic,
The Proceedings of the conference "Related topics for algebraic geometry and algebraic topology" (Tokyo, 2005), 98--108.
Applied mathematics
Y. Tadokoro; T. Abe; K. Fukazawa;
M. Kaneko; M. Sekiguchi; S. Yamashita; S. Takato:
A LaTeX plotting software KETpic and its development,
Proceedings of the Twelfth
Asian Technology Conference in Mathematics (2007), Contributed Papers (A) Mathematical Research with Technology, 31--39.