Shigeaki Miyoshi. C^{\infty} Reeb links have all Alexander polynomials. J. of the Faculty of Letters, Komazawa University. 1996. 54. 29-32
Shigeaki Miyoshi. On concordance between codimension-one foliations. J. of the Faculty of Letters, Komazawa University. 1990. 48. 141-157
Lectures and oral presentations (26)：
Construction of smooth typical foliations of 3-manifolds
(Foliations and diffeomorphism groups 2018 2018)
On a knotted closed orbit of a completely integrable vector field
(Contact structures, singularities, differential equations and their related topics 2016)
Knots and submersions to the plane on an open 3-manifold
(Geometry Seminar, Instituto de Ciencias Matematicas 2015)
On a construction realizing a knot as a fibre of a submersion to the plane
(Seminar Tohoku knots 2013, Tohoku University 2013)
Links and submersions to the plane on an open 3-manifold
(59th Topology Symposium, Mathematical Society of Japan, at Saga University 2012)
