A new proof for the classication of simple parameterized space curve singularities

Let K be an algebraically closed field of characteristic 0. The aim of the article is to give a new proof for the classification of simple parameterized space curve singularities classified by Gibson and Hobbs [6]. The proof is based on explicit computations to be a basis for the corresponding class...

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Published in:Bulletin mathématiques de la Société des sciences mathématiques de Roumanie 2020-01, Vol.63 (111) (2), p.187-197
Main Authors: Javed, Nimra, Sadiq, Afshan
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Language:English
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container_title Bulletin mathématiques de la Société des sciences mathématiques de Roumanie
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Sadiq, Afshan
description Let K be an algebraically closed field of characteristic 0. The aim of the article is to give a new proof for the classification of simple parameterized space curve singularities classified by Gibson and Hobbs [6]. The proof is based on explicit computations to be a basis for the corresponding classication in characteristic p > 0.
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ispartof Bulletin mathématiques de la Société des sciences mathématiques de Roumanie, 2020-01, Vol.63 (111) (2), p.187-197
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2065-0264
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title A new proof for the classication of simple parameterized space curve singularities
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