Voorbeelden van het gebruik van Abelian in het Engels en hun vertalingen in het Nederlands
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This category is not abelian.
All abelian groups are Dedekind groups.
These are in duality with abelian discrete groups.
Abelian groups Groups where the operation is commutative.
Elliptic curves are abelian varieties of dimension 1.
Mensen vertalen ook
Abelian group A group where the operation is commutative.
Every group is a monoid and every abelian group a commutative monoid.
Abelian p-groups are also called p-primary
Any group of prime order is isomorphic to a cyclic group and therefore abelian.
Since C× is abelian, it follows that T is as well.
A proof that algebraic topology can never have a non-self-contradictory set of abelian groups.
Topological abelian group, a concept in mathematics.
In group theory, a nilpotent group is a group that is"almost abelian.
Abelian groups generalize the arithmetic of addition of integers.
He also furthered the study of abelian and other multi-variable complex functions.
The Siegel modular forms are recognised as part of the moduli theory of abelian varieties.
The direct sum of abelian groups is a prototypical example of a direct sum.
Tate and Serre collaborated on a paper on good reduction of abelian varieties.
Every free abelian group has a rank defined as the cardinality of a basis.
In the early 1970s, Barry Mazur considered generalizations of Iwasawa theory to abelian varieties.
His notion of abelian category is now the basic object of study in homological algebra.
In the 1920s, Lefschetz laid the basis for the study of abelian functions in terms of complex tori.
Abelian categories are very"stable" categories,
The motivating prototype example of an abelian category is the category of abelian groups, Ab.
with associated Hochschild cohomology for abelian categories.
not all abelian groups have a basis,
The additive group of rational numbers Q{\displaystyle\mathbb{Q}} provides an example of a torsion-free(but not finitely generated) abelian group that is not free abelian. .
The ordinary tensor product makes vector spaces, abelian groups, R-modules,
the category of functors from a small category to an Abelian category are Abelian as well.
Generally speaking, negation is an automorphism of any abelian group, but not of a ring or field.