- In mathematics, the
Iwahori–Hecke algebra, or
Hecke algebra,
named for
Erich Hecke and Na****oshi
Iwahori, is a
deformation of the
group algebra of a Coxeter...
- In algebra, an
Iwahori subgroup is a
subgroup of a
reductive algebraic group over a
nonarchimedean local field that is
analogous to a
Borel subgroup of...
- Na****oshi
Iwahori (岩堀 長慶,
Iwahori Na****oshi, 1926 to 29 May 2011) was a ****anese
mathematician who
worked on
algebraic groups over
local fields who introduced...
-
would be most
appropriate to call it the
Iwahori algebra, but the name
Hecke ring (or algebra)
given by
Iwahori himself has been in use for
almost 20 years...
- In mathematics, the Chevalley–
Iwahori–Nagata
theorem states that if a
linear algebraic group G is
acting linearly on a finite-dimensional
vector space...
-
algebra Hopf
algebra Hurwitz algebra Hypercomplex algebra Incidence algebra Iwahori–Hecke
algebra Jordan algebra Kac–Moody
algebra Kleene algebra Leibniz algebra...
- "Antiplanes
delicatus Okutani &
Iwahori, 1992".
World Register of
Marine Species.
Retrieved 24
December 2022. Okutani, T. &
Iwahori, A., 1992.
Noteworthy gastropods...
- This is a list of q-analogs in
mathematics and
related fields.
Iwahori–Hecke
algebra Quantum affine algebra Quantum enveloping algebra Quantum group Jackson...
- hdl:11449/175619. ISSN 0738-8551. PMID 29228814. S2CID 4201439. Takeuchi, Fumiaki;
Iwahori, Kenji; Kamimura, Kazuo; Negishi, Atsunori; Maeda, Terunobu; Sugio, Tsuyoshi...
-
algebraic varieties can be
embedded in
complete varieties. The Chevalley–
Iwahori–Nagata
theorem describes the
quotient of a
variety by a group. In 1959...
