Searching for "Smooth rational curves." – sorted by Relevance.
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Classification of extremal elliptic K3 surfaces and fundamental groups of open K3 surfaces
- -configuration of smooth rational curves on a K3surface to be trivial (Proposition 4.1 and Theorems 4.3). 1. Introduction A
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Nontrivial Rational Polynomials In Two Variables Have Reducible Fibres
- " if the general fibres of f (and hence all fibres of f) are rational curves. The following theorem, which says
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On the Algebraic Dimension of Twistor Spaces Over the Connected Sum of Four Complex Projective Planes
- of a smooth rational curve having negative intersection number with the anticanonical class
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Composition Law And Nodal Genus-2 Curves in ...
- on irreducible and smooth curves, and the number of irreducible, reduced, degree-d rational plane curves
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Deformation of curves and fibers of Fano-Mori contractions
- , Q n 2 , possibly singular, or a generalized cone on a smooth rational curve of degree 3, or '(E i
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Moishezon Twistor Spaces Without Effective Divisors of Degree One
- : (i) C 0 is a smooth rational curve and C 0 :(\Gamma 1 2 K) = (\Gamma 1 2 K) 3 \Gamma 2 = 2
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Birational Geometry Of Log Surfaces
- and " ? 0. Then (2.1.1.1) NE(Y ) = NE(Y ) f (KY +B+"H)0 + X C smooth rational curve. If ae(Y )3, then C
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A supersingular K3 surface in characteristic 2 and the Leech lattice
- number 56 × 3 = 168. � 3.3 The 42 smooth rational curves Let w = (0, 0, 1) (3.12) be the Weyl vector in L
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A Termination Criterion For Algorithms That Compute Algebraic Curves Via Points
- is -regular. For smooth rational curves the regularity is given explicitly in [11] by proving that in IP r
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Multiple Covers and the Integrality Conjecture for Rational Curves in Calabi-Yau Threefolds
- is d 3 . Thus if we imagine that all the rational curves in Y are smoothly embedded with normal
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