Invariants Associated with a Resolution

Author:

Némethi AndrásORCID

Publisher

Springer International Publishing

Reference208 articles.

1. Abhyankar, S.S.: Local rings of high embedding dimension. Am. J. Math. 89(4), 1073–1077 (1967)

2. Alexeev, V.: Classification of log canonical surface singularities: Arithmetical proof. In: Kollár, J. (ed.) Flips and Abundance for Algebraic Threefolds: A Summer Seminar at the University of Utah (Salt Lake City, 1991). Astérisque, vol.211, pp. 47–58. Société mathématique de France (1992)

3. Altmann, K.: Toric $$\mathbb {Q}$$ -Gorenstein singularities (1994). arXiv:9403003 [math.AG]

4. Arnold, V.I., Gusein-Zade, S.M., Varchenko, A.N.: Singularities of Differentiable Maps. Monographs in Mathematics, vol. 1–2 , pp. 82–83. Birkhäuser, Basel (1985 & 1988)

5. Artal-Bartolo, E.: Forme de Jordan de la monodromie des singularités superisolées de surfaces. (French. English summary) [Jordan form of the monodromy of superisolated singularities of surfaces] Mem. Amer. Math. Soc. 109(525), x+84 (1994)

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