The Classification of Singular Points of Algebraic Curves

DOI10.2307/1993972zbMath0132.41602OpenAlexW4236589834MaRDI QIDQ5342342

Sherwood F. Ebey

Publication date: 1965

Full work available at URL: https://doi.org/10.2307/1993972

zbMATH Keywords

algebraic geometry

Related Items (14)

Number of moduli for a union of smooth curves in \((\mathbb{C}^2, 0)\) ⋮ The analytic classification of plane curves ⋮ Division with remainder in algebras with valuation ⋮ On the Critical Degree of Differentiability of a Complex Planar Curve ⋮ Contracting the Weierstrass locus to a point ⋮ On the Pythagoras number of a real irreducible algebroid curve ⋮ A note on a question of Dimca and Greuel ⋮ Algebroid plane curves whose Milnor and Tjurina numbers differ by one or two ⋮ The analytic classification of plane curves with two branches ⋮ Analytic classification of plane branches up to multiplicity 4 ⋮ On the torsion differentials ⋮ Equisingular Deformations of Puiseux Expansions ⋮ The Analytic Classification of Irreducible Plane Curve Singularities ⋮ Zariski Invariant For Non-Isolated Separatrices Through Jacobian Curves of Pseudo-Cuspidal Dicritical Foliations

Cites Work

• Groupes linéaires algébriques
• Equivalence relations on algebraic curves
• On the theory of local rings
• Sur la Théorie des Variétés Algébriques
• Some Basic Theorems on Algebraic Groups
• The General Invariant Theory of Irregular Analytic Arcs or Elements
• On Algebraic Groups of Transformations

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