- In mathematics, a
Moishezon manifold M is a
compact complex manifold such that the
field of
meromorphic functions on each
component M has transcendence...
-
Boris Gershevich Moishezon (Russian: Борис Гершевич Мойшезон) (October 26, 1937 –
August 25, 1993) was a
Soviet mathematician. He left the
Soviet Union...
-
quite true, but
there are
corrected versions of the converse, the Nakai–
Moishezon and
Kleiman criteria for ampleness.
Given a
morphism f : X → Y {\displaystyle...
- Even with this ****umption, the
formula can fail when the
fiber is not
Moishezon. Let π: V → W be an
analytic fiber bundle of
compact complex manifolds...
-
Doctoral advisor Alexander Buchstab Doctoral students James Cogdell Boris Moishezon Ze'ev
Rudnick David Soudry Mina
Teicher Andrei Toom
Leonid Vaseršteĭn...
-
Moscow University and with
Boris Moishezon at Tel-Aviv
University where he
finished his PhD
dissertation with
Moishezon in 1977,
doing his postdoctorate...
- "Boris G.
Moishezon,
Columbia Professor Of Math, Dies at 55", The New York Times,
August 27, 1993.
Accessed September 13, 2011. "Boris G.
Moishezon, a mathematics...
-
Doctoral advisor Boris Delaunay Doctoral students Igor
Dolgachev Evgeny Golod Alexei Kostrikin Yuri
Manin Boris Moishezon Aleksei Parshin Yuriy Drozd...
- Zhang (1992)
developed a
theory of
positive line
bundles and
proved a Nakai–
Moishezon type
theorem for
arithmetic surfaces.
Further developments in the theory...
-
example of a
smooth 3-dimensional
compact Moishezon manifold that is not an
abstract variety. A
Moishezon manifold of
dimension at most 2 is necessarily...
