Open Algebraic Surfaces

By M. Miyanishi. 2000

193 citations recorded by the source corpus.

Subfields: Theoretical Computer Science

View Paper: https://www.semanticscholar.org/paper/7c536f8ec6397bb1248161c7e0d7339268fd0133

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In Theoretical Computer Science

1. P. Seidel
2. I. Smith
3. Mikhail Zaidenberg

Citations in the corpus

• Group actions on affine cones (2009, background): “ollows from the well known fact that on an affine surface V = Y \ L, where Lis a general fiber of L, every degenerate fiber of the A1-fibration ϕ |L| : V → A 1 is a disjoint union of affine lines, see e.g., [Mi], [Za]. Lemma 4.11. The pair (Y,D) is not log canonical at P. Proof. Let DW denote the crepant p”
• THE SYMPLECTIC TOPOLOGY OF RAMANUJAM'S SURFACE (2004, background): “It follows that any exhausting plurisubharmonic Morse function on Mm has at least three critical points, answering a question of Eliashberg.”
• Arrangements of curves and algebraic surfaces (2007, unknown): “, see [46], [76], [47], [51] and [62]).”
• LOCALLY NILPOTENT DERIVATIONS ON AFFINE SURFACES WITH A C -ACTION (2004, unknown): “If is only normal then any such component has a normalization isomorphic to A 1 C , contains at most one singular point of and is smooth off this point ([29, Ch. 3, Lemmas 1.4.2 and 1.4.4]).”