APPARENT CONTOURS WITH MINIMAL NUMBER OF SINGULARITIES

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概要

• 論文の詳細を見る

• For a stable map φ : M → S^2 of a closed and connected surface into the sphere, let c(φ), i(φ) and n(φ) denote the numbers of cusps, fold curve components and nodes respectively. In this paper, in a given homotopy class, we will determine the minimal triples (c, i, n), (n, c, i) and (i, n, c) with respect to the lexicographic order.

• Faculty of Mathematics, Kyushu Universityの論文

著者

• YAMAMOTO Takahiro

  Faculty of Technology, Tokyo University of Agriculture and Technology

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• APPARENT CONTOURS WITH MINIMAL NUMBER OF SINGULARITIES

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