Two Transforms of Plane Curves and Their Fundamental Groups
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概要
著者
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Oka Mutsuo
Department Of Mathematics Faculty Of Sciences Tokyo Institut Of Technology
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Oka Mutsuo
Department Of Mathematics Tokyo Institute Of Technology
関連論文
- Smooth plane curves with one place at infinity
- On Alexander polynomials of torus curves
- Product theorem of the fundamental group of a reducible curve
- On the bifurcation of the multiplicity and topology of the Newton boundary
- On the topology of the Newton boundary II : generic weighted homogeneous singularity
- On the topology of full non-degenerate complete intersection variety
- On the topology of the Newton boundary III
- Examples of Algebraic Surfaces with q = 0 and p$_g \leqq$ 1 which are Locally Hypersurfaces
- NOTE ON FLEX CURVES AND THEIR APPLICATIONS(Singularities and Complex Analytic Geometry)
- On Alexander polynomials of certain (2,5) torus curves
- Canonical stratification of non-degenerate complete intersection varieties
- On the fundamental group of the complement of certain plane curves
- Two Transforms of Plane Curves and Their Fundamental Groups
- TWO TRANSFORMS OF PLANE CURVES AND THEIR FUNDAMENTAL GROUPS(Topology of Holomorphic Dynamical Systems and Related Topics)
- Finiteness of fundamental group pf compact convex integral polyhedra.
- On the fundamental groups of the complements of plane singular sextics
- Elliptic curves from sextics
- Erratum to "On Alexander polynomial of torus curves"