Examples of using Commutative in English and their translations into Vietnamese
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Commutative Rings.
Is called commutative if.
Commutative algebra, the study of commutative rings.
It may or may not be commutative;
(i) R is a commutative group with respect to addition.
People also translate
Fischer, discussing her work in commutative algebra.
The wearable and commutative parts and double wear plate.
(a+ i), is a simple addition using the+ operator andthe rules of C state that such an expression is commutative.
Bourbaki, Commutative Algebra, Hermann Paris 1972, Chap.
It's true that a[b]=*(a+ b) for any given a and b, but it was the language designers'free choice for+ to be defined commutative for all types.
And this is called the commutative property of multiplication of real numbers.
The shell is welded by steel plate, the site in the crushroom which connects to the materials all use the wearable and commutative parts and double wear plate.
If the operation denoted⋅{\displaystyle\cdot} is not commutative, there is a distinction between left-distributivity and right-distributivity.
(3)The shell is welded by steel plate, the site in the crushroom which connects to the materials all use the wearable and commutative parts and double wear plate.
In ring theory, a branch of abstract algebra, a commutative ring is a ring in which the multiplication operation is commutative.
(3) Double shaft hammer mill--the shell is welded by steel plate, the site in the crush room which connects to the materialsall use the wearable and commutative parts and double wear plate.
Noether is also famous for other theories based on non-commutative algebras, hyper-complex numbers and commutative rings.
F transforms each commutative diagram in C into a commutative diagram in D; if f is an isomorphism in C, then F(f) is an isomorphism in D.
So the idea that array indexing is defined in terms of addition, and that addition, even of a pointer and an integer,is commutative, goes back many decades, to C's ancestor languages.
A 1915 postcard from one of the pioneers of commutative algebra, Emmy Noether, to E. Fischer, discussing her work in commutative algebra.
I have all two by two matrices, so the dimensions were the same, but in general reversing the order of the matrices can even change the dimension of theoutcome so matrix multiplication is not commutative.
In the third epoch(1927- 1935), Noether focused on noncommutative algebra,linear transformations, and commutative number fields.
Use the commutative law of addition-- let me underline that-- the commutative law of addition to write the expression 5 plus 8 plus 5 in a different way and then find the sum.
In November of the same year, Noether delivered a plenary address(groser Vortrag)on"Hyper-complex systems in their relations to commutative algebra and to number theory" at the International Congress of Mathematicians in Zurich.
The study of rings that are not necessarily commutative is known as noncommutative algebra; it includes ring theory, representation theory, and the theory of Banach algebras.
Thomas in his“Practical Guide to how not to die of love” and says that a fair love is one that combines both distributive justice(sharing responsibilities andbenefits proportionately in the relationship), and commutative justice(avoiding deception in any of its forms).
Before her paper, most results in commutative algebra were restricted to special examples of commutative rings, such as polynomial rings over fields or rings of algebraic integers.
Now, this commutative law of addition sounds like a very fancy thing, but all it means is if you're just adding a bunch of numbers, it doesn't matter what order you add the numbers in.
An equitable distribution of income is to besought on the basis of criteria not merely of commutative justice but also of social justice that is, considering, beyond the objective value of the work rendered, the human dignity of the subjects who perform it.
And don't worry about the terminology associative and commutative that's why there's not really going to use this terminology later in these class, so don't worry about memorizing those terms.