Cubic Surfaces Jaap Top - Wiskunde

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Pieter Hendrik Schoute (1842–1910) 15
Page 1 and 2: Cubic Surfaces Jaap Top IWI-RuG & D
Page 3 and 4: Problem: fix m ≥ 1, put n := 2 m
Page 5 and 6: S defines a (smooth) cubic surface.
Page 7 and 8: Alfred Clebsch (1833-1872) 7
Page 9 and 10: Clebsch’s diagonal surface 9
Page 11 and 12: Same journal, 1872, August 3: A rep
Page 13: Reproductions of plaster and string
Page 18 and 19: Question: is one of the original Cl
Page 20 and 21: Heinrich Heine Universität, Düsse
Page 22 and 23: Math. Annalen 10 (1876) p. 227 22
Page 24 and 25: 1866, Alfred Clebsch Theorem. any s
Page 26 and 27: modern proof: choose skew lines l,
Page 28 and 29: Following Silhol & Kollár, all non
Page 30 and 31: What about cubic surfaces over Q (o
Page 32 and 33: In the case of a Galois-stable set
Page 34 and 35: Interest in cubic surfaces increase
Page 36 and 37: If S is not birational to P 2 , the
Page 38 and 39: Explicit example: −22751x 3 − 1
Page 40: Construction: Let p ∈ S be a rati

Cubic Surfaces Jaap Top - Wiskunde

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