Examples of 'grothendieck' in a sentence
Meaning of "grothendieck"
grothendieck (noun): Refers to a person's name, possibly a mathematician, philosopher, or prominent figure in a certain field
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- A surname from German.
How to use "grothendieck" in a sentence
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grothendieck
Grothendieck was an intense man of profound personal conviction.
This extension is known as the Grothendieck group.
Grothendieck changed his lifestyle completely.
An explicit construction of the Grothendieck residue complex.
Grothendieck group of a commutative monoid.
From the outset Grothendieck surprised his elders.
Grothendieck produced a new powerful language to see structures in a new way.
This is the idea of a Grothendieck universe.
Grothendieck advised caution.
Another solution is to assume the existence of Grothendieck universes.
Grothendieck is one of the most influential mathematicians of the twentieth century.
A category of sheaves on a site is called a topos or a Grothendieck topos.
Grothendieck came back a few months later having completed them all.
C is the category of sheaves on a Grothendieck site.
Every Grothendieck category contains an injective cogenerator.
See also
Others found him too close to Grothendieck to be an unbiased observer.
Grothendieck was born in Berlin to anarchist parents.
It is used in Grothendieck local duality.
Grothendieck and Serre recast algebraic geometry using sheaf theory.
It is a metric invariant with values in a localization of the Grothendieck group of varieties.
Every object in a Grothendieck category has an injective hull.
The theory originated in a tentative attempt to unify several cohomology theories by Alexander Grothendieck.
The concept of a Grothendieck universe can also be defined in a topos.
A mathematically much more convenient conception for introducing the integers is the Grothendieck group construction.
A Grothendieck category is called locally finitely generated if it has a set of finitely generated generators.
The same thing is true for the Grothendieck ring of such varieties.
Alexander Grothendieck gave the decisive definitions of the objects used in algebraic geometry.
This implies that Ab is an example of a Grothendieck category.
In particular it endows the Grothendieck construction of such a pseudo functor with a model structure.
A website devoted to the life and works of Alexandre Grothendieck.
The birthday of Grothendieck topologies.
Grothendieck seminar at the ENS.
These are now called Grothendieck topoi.
This proof completed a programme initiated and largely developed by Alexander Grothendieck.
We study more specifically the Grothendieck polynomials which were introduced by Lascoux and Schützenberger.
The concept is named after Alexander Grothendieck.
See Grothendieck duality and Verdier duality.
The derived category of Grothendieck and Verdier.
Both Grothendieck and Deligne were awarded the Fields medal.
And their most brilliant member was Alexandre Grothendieck.
We therefore compared Grothendieck to Einstein.
This entry was posted in MATHEMATICS and tagged Alexandre Grothendieck.
The Grothendieck group.
They are due to Alexander Grothendieck.
Grothendieck is a Structuralist.
Work with Grothendieck.
Grothendieck continues, providing us with his own interpretation of his work as a mathematician,.
This number is obtained through an important algebraic object, dual module of grothendieck.
Grothendieck not only changed mathematics, but also the way to think mathematics.
A category with a Grothendieck topology is called a " site.
