Examples of 'is commutative' in a sentence
Meaning of "is commutative"
is commutative: This phrase is used in mathematics to describe an operation where the order of the operands does not affect the outcome. In algebra, the commutative property states that changing the order of the numbers being added or multiplied will not change the result
How to use "is commutative" in a sentence
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is commutative
The ring is commutative if the law o is commutative.
A commutative ring is a ring whose multiplication is commutative.
The product is commutative and associative.
Putting on left and right socks is commutative.
The operation is commutative and associative.
A ring is called commutative if its multiplication is commutative.
Addition is commutative and subtraction is not.
A commutative quantale is a quantale whose multiplication is commutative.
Show that is commutative and associative.
It means that multiplication of such matrices is commutative.
Addition is commutative for whole numbers.
A commutative ring is a ring where multiplication is commutative.
The center of a division ring is commutative and therefore a field.
A commutative semigroup is a semigroup whose operation is commutative.
Since addition is commutative it turns out that both are equal.
See also
A group in which the group operation is commutative.
What is commutative property.
A magma whose law of composition is commutative.
Addition is commutative.
Note the requirement that the ring is commutative.
A ring is commutative if and only if its operation coincides with its opposite operation.
Prove that a boolean ring is commutative.
Maximization is commutative and associative, like addition.
Suggesting that matrix addition is commutative.
If multiplication is commutative, the ring is commutative.
We aim to show that the addition of natural numbers is commutative.
A magma where the binary operation is commutative is termed a commutative magma.
Abelian group, a group whose binary operation is commutative.
Although it is commutative.
In contrast to linear algebraic groups, every abelian variety is commutative.
The knot sum of oriented knots is commutative and associative.
The problem is to determine if a black box group, given by k generators, is commutative.
The zero ring is commutative.
Multiplication is commutative and associative ; further it is distributive over addition and subtraction.
Since multiplication is commutative.
The fact that addition is commutative is known as the " commutative law of addition.
Subtraction of matrices is commutative.
This operation is commutative and associative . EQU1 this operation is commutative and associative.
In particular it is commutative.
When working with just raw numbers or when working with scalars, multiplication is commutative.
Everything is commutative.
Equivalently, every finite division ring is commutative.
The product of functions is commutative - fg and gf are the same thing.
This equation can be interpreted to say that the following diagram is commutative on average.
In such a ring, multiplication is commutative and every element is its own additive inverse.
Any finite-dimensional vertex algebra is commutative.
Likewise, there is commutative justice.
Thus, we have proven that convolution is commutative.
Note that * is commutative.
Namely, the diagram depicted in the right figure is commutative.
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Examples of using Commutative
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A commutative ring is a ring whose multiplication is commutative
This addition is both commutative and associative
Commutative rings are also important in algebraic geometry
