2. O. Saeki, Knotted homology spheres defined by weighted homogeneous polynomials, J. Fac. Sci. Univ. Tokyo 34 (1987), 43-50.
3. O. Saeki, Knotted homology 3-spheres in S5, J. Math. Soc. Japan 40 (1988), 65-75.
4. O. Saeki, Cobordism classification of knotted homology 3-spheres in S5, Osaka J. Math. 25 (1988), 213-222.
5. O. Saeki, Topological invariance of weights for weighted homogeneous isolated singularities in C3, Proc. Amer. Math. Soc. 103 (1988), 905-909.
6. O. Saeki, Topological types of complex isolated hypersurface singularities, Kodai Math. J. 12 (1989), 23-29.
7. O. Saeki, Simply connected 4-manifolds of second betti number 1 bounded by homology lens spaces, J. Math. Soc. Japan 41 (1989), 593-606.
8. S. Fukuhara, Y. Matsumoto, and O. Saeki, An estimate for the unknotting numbers of torus knots, Topology Appl. 38 (1991), 293-299.
9. O. Saeki, On 4-manifolds homotopy equivalent to the 2-sphere, Adv. Stud. Pure Math. 20 (1992), 301-330.
10. O. Saeki, Notes on the topology of folds, J. Math. Soc. Japan 44 (1992), 551-566.
11. O. Saeki, Topology of special generic maps of manifolds into Euclidean spaces, Topology Appl. 49 (1993), 265-293.
12. C. Biasi, W. Motta, and O. Saeki, A note on separation properties of codimension-1 immersions with normal crossings, Topology Appl. 52 (1993), 81-87.
13. O. Saeki, Simple stable maps of 3-manifolds into surfaces II, J. Fac. Sci. Univ. Tokyo 40 (1993), 73-124.
14. O. Saeki, Topology of special generic maps into R3, Matemática Contemporânea 5 (1993), 161-186.
15. O. Saeki, Stable maps and links in 3-manifolds, Kodai Math. J. 17 (1994), 518-529.
16. N. Honma and O. Saeki, On Milnor's curvature-torsion invariant for knots and links, Kobe J. Math. 11 (1994), 225-239.
17. S. Kikuchi and O. Saeki, Remarks on the topology of folds, Proc. Amer. Math. Soc. 123 (1995), 905-908.
18. C. Biasi, W. Motta and O. Saeki, A remark on the separation by immersions in codimension-1, Topology Appl. 61 (1995), 179-186.
19. O. Saeki, Studying the topology of Morin singularities from a global viewpoint, Math. Proc. Camb. Phil. Soc. 117 (1995), 223-235.
20. O. Saeki, Separation by a codimension-1 map with a normal crossing point, Geom. Dedicata 57 (1995), 235-247.
21. W. Motta, P. Porto and O. Saeki, Stable maps of 3-manifolds into the plane and their quotient spaces, Proc. London Math. Soc. 71 (1995), 158-174.
22. C. Biasi and O. Saeki, On the Betti number of the image of a codimension-k immersion with normal crossings, Proc. Amer. Math. Soc. 123 (1995), 3549-3554.
23. O. Saeki, Constructing generic smooth maps of a manifold into a surface with prescribed singular loci, Ann. Inst. Fourier 45 (1995), 1135-1162.
24. J. J. Nuño Ballesteros and O. Saeki, Singular surfaces in 3-manifolds, the tangent developable of a space curve and the dual of an immersed surface in 3-space, Pitman Research Notes in Mathematics Series 333, 1995, pp.49-64.
25. O. Saeki and K. Sakuma, Immersed n-manifolds in R2n and the double points of their generic projections into R2n-1, Trans. Amer. Math. Soc. 348 (1996), 2585-2606.
26. M. Kobayashi and O. Saeki, Simplifying stable mappings into the plane from a global viewpoint, Trans. Amer. Math. Soc. 348 (1996), 2607-2636.
27. O. Saeki, Simple stable maps of 3-manifolds into surfaces, Topology 35 (1996), 671-698.
28. C. Biasi and O. Saeki, On bordism invariance of an obstruction to topological embeddings, Osaka J. Math. 33 (1996), 729-735.
29. O. Saeki, A converse of the Jordan-Brouwer theorem for quasi-regular immersions, Illinois J. Math. 40 (1996), 108-114.
30. L. A. Lucas, O. M. Neto, and O. Saeki, A generalization of Alexander's torus theorem to higher dimensions and an unknotting theorem for Sp ✕ Sq embedded in Sp+q+2, Kobe J. Math. 13 (1996), 145-165.
31. O. Saeki, Global theory of singularities of differentiable mappings: present status and prospects (in Japanese), Sugaku 48 (1996), 385-399. (English translation: Global theory of singularities of differentiable mappings: present status and prospects, Sugaku Expositions 12 (1999), 21-37.)
32. C. Biasi and O. Saeki, On the Betti number of the image of a generic map, Comment. Math. Helv. 72 (1997), 72-83.
33. C. Biasi and O. Saeki, On the self-intersection set and the image of a generic map, Mathematica Scandinavica 80 (1997), 5-24.
34. F. Dubeau, W. Motta, M. Rachidi, and O. Saeki, On weighted r-generalized Fibonacci sequences, Fibonacci Quarterly 35 (1997), 102-110.
35. C. Kearton, O. Saeki, and S. M. J. Wilson, Finiteness results for knots and singularities, Kobe J. Math. 14 (1997), 197-206.
36. O. Saeki, On topological invariance of weights for quasihomogeneous polynomials, Pitman Research Notes in Mathematics Series 381, 1998, pp.207-214.
37. J. J. Nuño Ballesteros and O. Saeki, On the number of singularities of a generic surface with boundary in a 3-manifold, Hokkaido Math. J. 27 (1998), 517-544.
38. O. Saeki and K. Sakuma, Maps with only Morin singularities and the Hopf invariant one problem, Math. Proc. Camb. Phil. Soc. 124 (1998), 501-511.
39. O. Saeki and K. Sakuma, On special generic maps into R3, Pacific J. Math. 184 (1998), 175-193.
40. C. Biasi and O. Saeki, Transversality with deficiency and a conjecture of Sard, Trans. Amer. Math. Soc. 350 (1998), 5111-5122.
41. A. Katanaga and O. Saeki, Embeddings of quaternion space in S4, J. Austral. Math. Soc. Ser. A 65 (1998), 313-325.
42. O. Saeki and K. Sakuma, Stable maps between 4-manifolds and elimination of their singularities, J. London Math. Soc. (2) 59 (1999), 1117-1133.
43. C. Biasi, A. K. M. Libardi, and O. Saeki, On the Betti number of the union of two generic map images, Topology Appl. 95 (1999), 31-46.
44. O. Saeki and K. Sakuma, Elimination of singularities: Thom polynomial and beyond, in “Singularity Theory”, ed. Bill Bruce and David Mond, Proceedings of the European Singularities Conference, Liverpool, August 1996, Dedicated to C. T. C. Wall on the occasion of his 60th birthday, London Math. Soc. Lect Note Series 263, Cambridge University Press, 1999, pp.291-304.
45. W. Motta, M. Rachidi, and O. Saeki, On ∞-generalized Fibonacci sequences, Fibonacci Quarterly 37 (1999), 223-232.
46. O. Saeki, On algebraic unknotting numbers of knots, Tokyo J. Math. 22 (1999), 425-443.
47. O. Saeki and K. Sakuma, Special generic maps of 4-manifolds and compact complex analytic surfaces, Math. Ann. 313 (1999), 617-633.
48. O. Saeki, On punctured 3-manifolds in 5-sphere, Hiroshima Math. J. 29 (1999), 255-272.
49. A. Katanaga, O. Saeki, M. Teragaito, and Y. Yamada, Gluck surgery along a 2-sphere in a 4-manifold is realized by surgery along a projective plane, Michigan Math. J. 46 (1999), 555-571.
50. O. Saeki, Theory of fibered 3-knots in S5 and its applications, J. Math. Sci. Univ. Tokyo 6 (1999), 691-756.
51. O. Saeki, Real Seifert form determines the spectrum for semiquasihomogeneous hypersurface singularities in C3, J. Math. Soc. Japan 52 (2000), 409-431.
52. W. Motta and O. Saeki, A two colour theorem and the fundamental class of a polyhedron, in “Real and complex singularities”, ed. J. W. Bruce and F. Tari, Proceedings of the 5th Workshop on Real and Complex Singularities, Brazil, CHAPMAN & HALL/CRC Research notes in Math. 412, 2000, pp.94-109.
53. W. Motta, M. Rachidi, and O. Saeki, Convergent ∞-generalized Fibonacci sequences, Fibonacci Quarterly 38 (2000), 326-333.
54. C. Biasi, J. Daccach and O. Saeki, On R-bordism of maps and obstruction to topological embeddings, Osaka J. Math. 37 (2000), 527-535.
55. T. Kobayashi and O. Saeki, Rubinstein-Scharlemann graphic of 3-manifold as the discriminant set of a stable map, Pacific J. Math. 195 (2000), 101-156.
56. V. L. Carrara, M. A. S. Ruas, and O. Saeki, Maps of manifolds into the plane which lift to standard embeddings in codimension two, Topology Appl. 110 (2001), 265-287.
57. J. J. Nuño Ballesteros and O. Saeki, Euler characteristic formulas for simplicial maps, Math. Proc. Camb. Phil. Soc. 130 (2001), 307-331.
58. C. Biasi, J. Daccach and O. Saeki, A primary obstruction to topological embeddings for maps between generalized manifolds, Pacific J. Math. 197 (2001), 275-289.
59. B. Bernoussi, W. Motta, M. Rachidi and O. Saeki, Approximation of ∞-generalized Fibonacci sequences and their asymptotic Binet formula, Fibonacci Quarterly 39 (2001), 168--180.
60. C. Biasi, J. Daccach and O. Saeki, A primary obstruction to topological embeddings and its applications, Manuscripta Math. 104 (2001), 97-110.
61. L. A. Lucas and O. Saeki, Diffeomorphisms of a product of spheres and embedded spheres, Topology Appl. 123 (2002), 471-478.
62. L. A. Lucas and O. Saeki, Embeddings of Sp ✕ Sq ✕ Sr into Sp+q+r+1, Pacific J. Math. 207 (2002), 447-462.
63. O. Saeki, A. Szucs,
and M. Takase, Regular homotopy
classes of immersions of 3-manifolds into 5-space, Manuscripta
Math. 108 (2002), 13-32.
the preprint is available at http://front.math.ucdavis.edu/math.GT/0105077
64. O. Saeki, Open books on 5-dimensional manifolds, Hiroshima Math. J.
32 (2002), 189-205.
.pdf file is here
65. V. Blanlœil and O. Saeki,
Theory of concordance for non-spherical 3-knots, Trans. Amer. Math. Soc. 354
(2002), 3955-3971.
the preprint is available at http://hal.archives-ouvertes.fr/hal-00129670/fr/
66. O. Saeki and M. Takase, Spin structures and codimension two embeddings of 3-manifolds up to regular homotopy, Trans. Amer. Math. Soc. 354 (2002), 5049-5061.
67. O. Saeki, Cobordism groups of special generic functions and groups of homotopy spheres, Japanese J. Math. 28 (2002), 287-297.
68. O. Saeki, Fold maps on 4-manifolds, Comment. Math. Helv. 78 (2003), 627-647.
69. K. Ikegami and O. Saeki, Cobordism group of Morse functions on surfaces, J. Math. Soc. Japan 55 (2003), 1081-1094.
70. T. Ohmoto, O Saeki, and K. Sakuma, Self-intersection class for singularities and its application to fold maps, Trans. Amer. Math. Soc. 355 (2003), 3825-3838.
71. B. Bernoussi, M. Rachidi and O. Saeki, Extending Bernoulli-Euler's method for finding zeros of holomorphic functions, Fibonacci Quarterly 42 (2004), 55-65.
72. O. Saeki and Y. Takeda, Canceling branch points and cusps on projections of knotted surfaces in 4-space, Proc. Amer. Math. Soc. 132 (2004), 3097-3101.
73. W. Motta, M. Rachidi, and O. Saeki, Generalized Fibonacci sequences and Ostrowski's theorem, Journal of Interdisciplinary Mathematics 7 (2004), 221-231.
74. B. Bernoussi, M. Rachidi and O. Saeki, Factorial Binet formula and distributional moment formulation of generalized Fibonacci sequences, Fibonacci Quarterly 42 (2004), 320-329.
75. B. Bernoussi, W. Motta, M. Rachidi and O. Saeki, On periodic ∞-generalized Fibonacci sequences, Fibonacci Quarterly 42 (2004), 361-367.
76. V. Blanlœil, Y. Matsumoto and O. Saeki, Pull back relation for non-spherical knots, J. Knot Theory Ramifications 13 (2004), 689-701.
77. O. Saeki, Topology of singular fibers of differentiable
maps, Lecture Notes in Math., Vol. 1854, Springer-Verlag, 2004.
preprint version: .ps file
is here
.pdf file is here
book version (preliminary version): .pdf file is here
78. L. A. Lucas and O. Saeki, Codimension one embeddings of product of three spheres, Topology Appl. 146-147 (2005), 409-419.
79. O. Saeki and K. Suzuoka,
Generic smooth maps with sphere fibers, J. Math. Soc. Japan 57 (2005), 881-902.
80. V. Blanlœil et O. Saeki,
Cobordisme des surfaces plongées dans S4 , Osaka J. Math. 42
(2005), 751-765.
.dvi file is here
81. O. Saeki, Stable mapping class groups of 4-manifolds
with boundary, Trans. Amer. Math. Soc. 358 (2006), 2091-2104
.dvi file is here
82. O. Saeki, Morse functions with sphere
fibers, Hiroshima
Math. J. 36 (2006), 141-170.
83. O. Saeki, Elimination of definite fold, Kyushu J.
Math. 60 (2006), 363-382.
84. O. Saeki and T. Yamamoto, Singular fibers of stable maps
and signatures of 4-manifolds, Geometry
& Topology 10 (2006), 359-399.
85. O. Saeki, Cobordism of Morse functions on
surfaces, universal complex of singular fibers, and their application to map
germs, Algebraic and
Geometric Topology 6 (2006), 539-572.
86. M. Rachidi and O. Saeki, Extending generalized
Fibonacci sequences and their Binet type formula, Advances in
Difference Equations 2006 (2006) Article ID 23849, 11 pages. doi:10.1155/ADE/2006/23849
87. S. Massago, O. M. Neto
and O. Saeki, Open book structures on (n-1)-connected (2n+1)-manifolds, J.
Math. Sci. Univ. Tokyo 13
(2006), 439-523.
88. V. Blanlœil et O. Saeki, Concordance des nœuds de dimension 4, Canadian
Mathematical Bulletin 50 (2007), 481-485.
.dvi file is here
89. V. Blanlœil and O. Saeki,
Cobordism of fibered knots and related topics, in
Singularities in Geometry and Topology 2004, Advanced Stud. in
Pure Math. 46 (2007), 1-47.
.pdf file is here
90. O. Saeki and T. Yamamoto, Singular fibers and characteristic classes,
Topology Appl. 155 (2007), 112-120.
.pdf file is here
91. O. Saeki, Topology of singular fibers of differentiable maps (in Japanese),
Sugaku 60 (2008), 46-67.
92. J. T. Hiratuka and O. Saeki, Number of
singularities of stable maps, Journal of Geometry 89 (2008), 53-69.
93. O. Saeki and Y. Takeda, On 2-knots with total
width eight, Illinois J. Math. 52 (2008), 825-838.
94. O. Saeki and Y. Takeda, Surface links and their generic
planar projections, J. Knot Theory Ramifications 18 (2009), 41-66.
95. K. Ikegami and O. Saeki, Cobordism
of Morse maps and its application to map germs, Math. Proc. Camb. Phil. Soc. 147 (2009), 235-254.
http://dx.doi.org/doi:10.1017/S0305004109002321
96. R. Sadykov, O. Saeki and K. Sakuma,
Obstructions to the existence of fold maps, J. London Math. Soc. (2) 81 (2010), 338-354.
doi:10.1112/jlms/jdp072
Published online on January 21, 2010.
http://jlms.oxfordjournals.org/cgi/content/abstract/jdp072v1
97. O. Saeki, Special generic maps on open 4-manifolds, J. of Singularities 1 (2010),
1-12.
98. O. Saeki, Singular fibers and 4-dimensional cobordism group, Pacific J. Math. 248 (2010), 233-256.
99. F. Morishita and O. Saeki, Height functions on
surfaces with three critical values, J. Math. Soc. Japan 63 (2011), 153-162.
100. Y. Masumoto and O. Saeki, A smooth function on a
manifold with given Reeb graph, Kyushu J. Math.
65 (2011), 75-84.
.pdf file is here
101. V. M. do Nascimento and O. Saeki, Curves in
homogeneous spaces and their contact with 1-dimensional orbits, Geometriae Dedicata 154 (2011), 117-131.
102. V. Blanlœil and O. Saeki, Cobordism
of algebraic knots defined by Brieskorn polynomials,
Tokyo J. Math. 34 (2011), 429-443.
Preprint is available at arXiv:0903.4253v1 [math.GT].
103. L. A. Lucas and O. Saeki, Fox property for codimension
one embeddings of product of three spheres into
spheres, Algebraic
and Geometric Topology 11
(2011), 3043-3064.
104. V. Blanlœil and O. Saeki, Cobordism of exact links, Algebraic and
Geometric Topology 12 (2012),
1443–1455.
Preliminary version is available at arXiv:1111.4086v1 [math.GT].
105. J. T. Hiratuka and O. Saeki,
Triangulating Stein factorizations of generic maps and Euler characteristic
formulas, RIMS Kôkyûroku Bessatsu
B38 (2013), 61-89.
106. J. T. Hiratuka and O. Saeki, Connected
components of regular fibers of differentiable maps, Topics on Real and Complex
Singularities, Proceedings of the 4th Japanese-Australian Workshop (JARCS4),
Kobe 2011, World Scientific (to appear).
.pdf file is here
107. O. Saeki and M. Takase, Desingularizing special
generic maps, Journal of Gökova
Geometry Topology 7 (2013), 1-24.
108. O. Saeki, S. Takahashi, D. Sakurai, Hsiang-Yun Wu, K. Kikuchi, H. Carr, D.
Duke, and T. Yamamoto, Visualizing multivariate data using singularity theory,
The Impact of Applications on Mathematics, Proceedings of Forum “Math-for-Industry” 2013, Springer, 2014 (to
appear).
109. O. Saeki and S. Takahashi, Visual data mining based on differential
topology: a survey, to appear in Pacific Journal of Mathematics for Industry.
1.
T. De Melo,
V. M. do Nascimento, and O.
Saeki, Contact as applied to the geometry of curves in homogeneous spaces,
March 2013.
.pdf file is here
2.
O. Saeki and T. Yamamoto,
Singular fibers of stable maps of 3-manifolds with boundary into surfaces and
their applications, May 2014.
.pdf file is here
3.
R. Araújo
dos Santos, M. A. B. Hohlenwerger, O. Saeki and T. O.
Souza, New examples of Neuwirth--Stallings pairs and
non-trivial real Milnor fibrations, June 2014.
.pdf file is here
2. O. Saeki, Homology 3-spheres in S5 and singularities of complex polynomials with three variables (in Japanese), Topology Symposium in Ryukyu (1987), 21-40.
3. O. Saeki, Existence of decomposable algebraic 3-knots (in Japanese), Surikaisekikenkyusho Kokyuroku (Kyoto) 634 (1987), 114-123.
4. O. Saeki, Theory of super-isolated singularities and its applications, Surikaisekikenkyusho Kokyuroku (Kyoto) 764 (1991), 23-36.
5. O. Saeki, Simple stable maps of 3-manifolds into surfaces (in Japanese), Recent Developments in Knots and Low Dimensional Manifolds (1992), 72-82.
6. O. Saeki, Simple stable maps of 3-manifolds into surfaces, Surikaisekikenkyusho Kokyuroku (Kyoto) 815 (1992), 33-46.
7. O. Saeki, Stable maps into the plane and links in 3-manifolds (in Japanese), Study of Knots (1994), 221-241.
8. O. Saeki, On the topology of folds (in Japanese), Abstract for the General Meeting in Autumn of the Mathematical Society of Japan, 1994.
9. O. Saeki, Real Seifert matrix of an isolated quasi-homogeneous singularity in C3 detemines its spectrum, Singularity of Hypersurface, Fundamental Group and Finite Covering (1995), 89-98.
10. J. J. Nuño Ballesteros and O. Saeki, On the number of pyramids of a generic space curve, Surikaisekikenkyusho Kokyuroku (Kyoto) 926 (1995), 81-92.
11. C. Biasi and O. Saeki, Self-intersection set of a generic map and a characterization of embeddings, Surikaisekikenkyusho Kokyuroku (Kyoto) 952 (1996), 147-160.
12. T. Kobayashi and O. Saeki, Rubinstein-Scharlemann graphic as the discriminant set of a stable map (in Japanese), Art of Low Dimensional Topology III (1997), 9-20.
13. O. Saeki and K. Sakuma, Elimination of singularities: Thom polynomial and beyond, Geometry related to Infinite Analysis (1997), 236-248.
14. J. J. Nuño Ballesteros and O. Saeki, Euler characteristic formulas for simplicial maps and their applications, Topology of Singularities (1998), 117-157.
15. O. Saeki and K. Sakuma, Special generic maps of 4-manifolds and compact complex analytic surfaces, Topology of Singularities (1998), 211-231.
16. Y. Yamada, O. Saeki, M. Teragaito, A. Katanaga, Gluck surgery along a 2-sphere in a 4-manifold is realized by surgery along a projective plane, Surikaisekikenkyusho Kokyuroku (Kyoto) 1050 (1998), 77-84.
17. O. Saeki, On the elimination problem of singularities of differentiable mappings (in Japanese), Topology Symposium in Yamaguchi (1998), 27-36.
18. O. Saeki, Stable maps and 4-dimensional topology (in Japanese), Abstract for the Annual Meeting of the Mathematical Society of Japan, 2001.
19. O. Saeki, Topology of singular fibers of generic maps, The 12th MSJ-IRI “Singularity Theory and Its Applications”, Abstracts, eds. S.Izumiya, G.Ishikawa, T.Sano and I.Shimada, Hokkaido Univ. Technical Report Series in Math. #78, September 2003, pp.195-199.
20. O. Saeki, Topology of manifolds and
singularities of differentiable maps, Abstracts for the conference “Toward
the future of the topology of manifolds”
(University of Tokyo, November 2004).
pdf file is here
21. O. Saeki
and T. Yamamoto, Theory of singular fibers of differentiable maps and
characteristic classes of surface bundles (in Japanese), Abstracts of the
conference “Topology
related to Riemann surfaces” (University of Tokyo,
September 2005).
22. O. Saeki, Singular fibers of Morse functions and characteristic classes of
surface bundles (in Japanese), Report of the 2nd Seminar on Topology and
Algebraic Geometry in Tanbara, 2006.
23. O. Saeki, Morse functions with sphere fibers (in
Japanese), Surikaisekikenkyusho Kokyuroku
(Kyoto) 1540 (2007), 56-66.
24. O. Saeki, Singularities and characteristic classes --- the important role
of explicit examples (in Japanese), Abstract for the General Meeting in Autumn of the Mathematical Society of Japan, 2007.
25. O. Saeki, Cobordism of Morse
maps and its application to map germs, Surikaisekikenkyusho
Kokyuroku (Kyoto) 1610 (2008), 100-113.
pdf file is here
26. O. Saeki, Special generic maps on open 4-manifolds, Surikaisekikenkyusho
Kokyuroku (Kyoto) 1707 (2010), 29-36.
pdf file is here
27. O. Saeki, Broken Lefschetz fibrations
and their moves (in Japanese), Topology Symposium in Saga (2012), 85-96.
28. O. Saeki, Singularities of differentiable maps and data visualization (in
Japanese), MI Lecture Note Series, No.46, Graduate School of Mathematics,
Kyushu University, pp.75-84, 2013.
29. O. Saeki, Visualizing multivariate data using singularity theory, MI
Lecture Note Series, No.51, Institute of Mathematics for Industry, Kyushu
University, pp.9-11, 2013.
2. Geometry and Singularities (in Japanese), by S. Izumiya, T. Sano, O. Saeki, K. Sakuma, Kyoritsu Publ., 2001.
3. Characteristic Classes, by J.W. Milnor and J.D. Stasheff, Traslated into Japanese by O. Saeki and K. Sakuma (wtih solutions to the exercises), Springer-Verlag Tokyo, 2001.
4. Singular Points of Complex Hypersurfaces, by J.W. Milnor, Traslated into Japanese by O. Saeki and K. Sakuma, Springer-Verlag Tokyo, 2003.
5. Topology of Singular Fibers of Differentiable Maps, Lecture Notes in Math., Vol. 1854, Springer-Verlag, 2004.
6. Modern Mathematics Developing with Technology (in Japanese), edited by Masato Wakayama, Iwanami Publ. Co., 2008.
7. Study Group Workshop 2012, Abstract, Lecture &
Report, edited by Osamu Saeki, Masato Wakayama and Masahiro Yamamoto, COE
Lecture Note Series, No.42, Graduate School of Mathematics, Kyushu University,
2012.
8. Study Group Workshop 2013, Abstract, Lecture & Report, edited by Osamu
Saeki, Kanzo Okada, Tsuyoshi Takagi, Masato Wakayama
and Masahiro Yamamoto, MI Lecture Note Series, No.52, Institute of Mathematics
for Industry, Kyushu University, 2013.
Collaboration with Industry and Other
Research Areas
² Application of Pure Mathematics to Materials Science (2010-2012)
Nippon Steel Corporation, Mathematical Science & Technology Research Group,
Advanced Technology Research Laboratories, Technical Development Bureau
² Mathematical expressions of geometric objects from topological and
differential geometric viewpoints (2013)
Nippon Steel & Sumitomo Metal, Mathematical Science & Technology
Research Group, Advanced Technology Research Laboratories
² Visual Data Analysis for Multivariate Functions
Shigeo Takahashi
(University of Tokyo)
² Low Dimensional Topology, Morse Theory and Computer Graphics
Yusuke Kiriu (Studio
Phones), Studio
Phones Fellowship Program