福井, 敏純. 尖辺と燕尾の局所微分幾何学 (可微分写像の特異点論の局所的研究と大域的研究). 数理解析研究所講究録. 2085. 2018. 150-155
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Kobayashi, Mahito. On planar portraits of manifolds associated with graphs of block decompositions of manifolds (Local and global study of singularity theory of differentiable maps)
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青砥, 禎彦. Wavefronts corresponding to the envelope of a family of horocycles (Local and global study of singularity theory of differentiable maps)
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清水, 達郎. 可微分写像の特異点集合の自己交差について (可微分写像の特異点論の局所的研究と大域的研究). 数理解析研究所講究録. 2085. 2018. 112-117
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神戸, 祐太. Moduli, Grobner basis, and computational criterion (Local and global study of singularity theory of differentiable maps)
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田島, 慎一. Local Euler obstructionsの計算法について (可微分写像の特異点論の局所的研究と大域的研究). 数理解析研究所講究録. 2085. 2018. 97-103
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土田, 旭. 接分布とベクトル束の間の束準同型の特異点について (可微分写像の特異点論の局所的研究と大域的研究). 数理解析研究所講究録. 2085. 2018. 67-71
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Tanaka, Junki ... [et al]. Geometric Algebra and Singularities arising in Differential Line Geometry (Local and global study of singularity theory of differentiable maps)
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Wrazidlo, Dominik J.. DETECTING EXOTIC SPHERES VIA FOLD MAPS (Local and global study of singularity theory of differentiable maps)
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佐伯, 修. 定値折り目特異点の消去II (可微分写像の特異点論の局所的研究と大域的研究). 数理解析研究所講究録. 2085. 2018. 55-66. In this article, we first
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