境界付きルジャンドル曲面の特異性幾何と射影双対 (微分方程式と微分幾何学への応用特異点論)
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- PROBLEM SESSION : 8 March 1995(Geometric aspects of real singularities)
- 境界付きルジャンドル曲面の特異性幾何と射影双対 (微分方程式と微分幾何学への応用特異点論)
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- Several Questions on Singularities : Theories and Applications (Singularity Theory and its Applications)
- Developable hypersurfaces and algebraic homogeneous spaces in a real projective space (Homogeneous Structures and Theory of Submanifolds)
- Singularities of sub-Riemannian exponential mappings, conjugate loci (caustics), wave fronts, cut loci and Carnot-Caratheodory small-balls (Recent results by Agrachev, El-Alaoui, Gauthier, Ge and Kupka)
- Topology of plane trigonometric curves and a duality for strangeness of place curves derived from real pseudo-line arrangements
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- Topics on Real Enumerative Geometry(Singularities of C$^\infty$ -maps and Contact Geometry)
- Topologically Extremal Real Surfaces in $\mathbb{P}^2 \times \mathbb{P}^1$ and $\mathbb{P}^1 \times \mathbb{P}^1 \times \mathbb{P}^1$
- Topological Determinacy of Smooth Map-Germs(C$^\infty$ MAPPINGS AND RELATED TOPICS)
- $C^2$-安定写像について ($C^{\infty}$-写像と特異集合)
- トロピカル幾何と特異性に関する基本的トピックス (実閉体上の幾何と特異点論への応用)
- 写像の特異性の分類問題とその応用