- does not
imply rationality.
Their work used an
intermediate Jacobian.
Iskovskih &
Manin (1971)
showed that all non-singular
quartic threefolds are irrational...
-
Clemens - Griffiths) and
quartic 3-folds in P4 (by
Iskovskikh - Manin).
Iskovskih (1977, 1978, 1979)
classified the
smooth Fano 3-folds with
second Betti...
- Ch. VII.
David Eisenbud, The
Geometry of
Syzygies (2005), p. 181-2.
Iskovskih, V. A. (2001) [1994], "Noether–Enriques theorem",
Encyclopedia of Mathematics...
-
degree 4
hypersurface of
dimension 3 in 4-dimensional
projective space.
Iskovskih &
Manin (1971)
showed that all non-singular
quartic threefolds are irrational...
- 2. pp. 131–157. arXiv:1008.0621. ISBN 9781571462589. Zbl 1322.14006.
Iskovskih, V. A.; Manin, Ju. I. (1971), "Three-dimensional
quartics and counterexamples...
- академии наук (Steklov Institute). (obituary for V. A.
Iskovskih)
Vasili Alexeevich Iskovskih at the
Mathematics Genealogy Project Beauville,
Arnaud (2015)...
- Geometry. 102. arXiv:1210.0858. doi:10.4310/JDG/1452002879. S2CID 119131051.
Iskovskih, V. A. (1977). "Fano 3-Folds. I".
Mathematics of the USSR-Izvestiya. 11...
