-
Iitaka (飯高町,
Iitaka-chō) was a town
located in
Iinan District, Mie Prefecture, ****an. As of 2003, the town had an
estimated po****tion of 5,270 and a...
- In
algebraic geometry, the
Iitaka dimension of a line
bundle L on an
algebraic variety X is the
dimension of the
image of the
rational map to projective...
-
invariant of
surfaces with the
notation κ. ****anese
mathematician Shigeru Iitaka extended it and
defined the
Kodaira dimension for
higher dimensional varieties...
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Shigeru Iitaka (飯高 茂
Iitaka Shigeru, born May 29, 1942, Chiba) is a ****anese
mathematician at Gakus****n
University working in
algebraic geometry who introduced...
- ) In a
different direction, he
studied the old
problem of
Iitaka on
effectivity of
Iitaka fibrations induced by pluri-canonical
systems on varieties...
- over V; the
analogous dimension is
called the
Iitaka dimension. A line
bundle is
called big if the
Iitaka dimension equals the
dimension of the variety...
- doi:10.2323/jgam.3.193. Sano, Chiaki; Nagashima, Nobuya; Kawakita, Tetsuya;
Iitaka Yoichi (1989). "Crystal and
Molecular Structures of
Monosodium L-Glutamate...
-
University Stanford University Doctoral advisor Shokichi Iyanaga Doctoral students Walter Lewis Baily, Jr.
Shigeru Iitaka Yoichi Miyaoka James A. Morrow...
- from the
original on 2022-05-16.
Retrieved 2022-05-16. Kobayashi, Yoshiko;
Iitaka, Yoichi; Kido,
Yasumasa (1970). "The
Crystal Structure of a
Colored Complex...
-
along which one
allows mild
logarithmic singularities. They were
studied by
Iitaka (1976). A
boundary Q-divisor on a
variety is a Q-divisor D of the form ΣdiDi...
