-
Alexander Grothendieck,
later Alexandre Grothendieck in
French (/ˈɡroʊtəndiːk/; German: [ˌalɛˈksandɐ ˈɡʁoːtn̩ˌdiːk] ; French: [ɡʁɔtɛndik]; 28
March 1928 –...
- In mathematics, the
Grothendieck inequality states that
there is a
universal constant K G {\displaystyle K_{G}} with the
following property. If Mij is...
- In mathematics, the
Grothendieck group, or
group of differences, of a
commutative monoid M is a
certain abelian group. This
abelian group is constructed...
- In mathematics, a
Grothendieck universe is a set U with the
following properties: If x is an
element of U and if y is an
element of x, then y is also an...
- In mathematics,
specifically in
algebraic geometry, the
Grothendieck–Riemann–Roch
theorem is a far-reaching
result on
coherent cohomology. It is a generalisation...
- In
category theory, a
branch of mathematics, a
Grothendieck topology is a
structure on a
category C that
makes the
objects of C act like the open sets...
- In mathematics,
Grothendieck duality may
refer to:
Coherent duality of
coherent sheaves Grothendieck local duality of
modules over a
local ring This disambiguation...
- localization; they are a
direct generalization of point-set topology. The
Grothendieck topoi find
applications in
algebraic geometry; the more
general elementary...
- In mathematics, a
Grothendieck category is a
certain kind of
abelian category,
introduced in
Alexander Grothendieck's Tôhoku
paper of 1957 in
order to...
- it is
jokingly known as the
Grothendieck prime after a
legend according to
which the
mathematician Alexander Grothendieck supposedly gave it as an example...
