Examples of using Commutative in English and their translations into Swedish
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The Stanley-Reisner ring construction is a basic tool within algebraic combinatorics and combinatorial commutative algebra.
Prominent examples of commutative rings include polynomial rings,
A 1915 postcard from one of the pioneers of commutative algebra, Emmy Noether, to E.
Further examples of commutative binary operations include addition
study new commutative rings from known ones, you will look at polynomials,
We introduce a concept of dimension for commutative rings and relate it to the transcendence degree of extension fields.
Two processes are said to be commutative if the result of the processes does not depend on the order in which the processes are applied.
A great deal of work has been done successfully generalizing some results from commutative rings to noncommutative rings.
Before her paper, most results in commutative algebra were restricted to special examples of commutative rings, such as polynomial rings over fields
In commutative algebra, André-Quillen cohomology is a theory of cohomology for commutative rings which is closely related to the cotangent complex.
Satisfying Pappus's theorem universally is equivalent to having the underlying coordinate system be commutative.
If R is a unital commutative ring with an ideal m, then k R/m is a field if
I give fair warning that this is a nasty and commutative trig thing,
Use the commutative law of multiplication to write 2 times 34 in a different way.
the loop space of the suspension of X. The commutative analogue of the James reduced product is called the infinite symmetric product.
Christian Gottlieb, lecturer(commutative algebra).
Samuel Lundqvist, lecturer(commutative algebra).
Clas Löfwall, professor emeritus(commutative an noncommutative algebra).
Having a commutative operation.
In a commutative ring with unity, every maximal ideal is a prime ideal.