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- W2059053301 abstract "F. SEVERI, in his work on the classification of algebraic curves in projective 3-space [33], proposed a postulate, that every singular curve could be regarded as a limiting case of a family of non-singular curves of the same degree and the same arithmetic genus. In modern language, this says that the given curve is the special fibre of a flat family whose general member is non-singular. Severi gave a proof of his postulate in some special cases, but it is now known to be false in general [24]." @default.
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- W2059053301 title "Topological conditions for smoothing algebraic singularities" @default.
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