Examples of 'is an equivalence relation' in a sentence
Meaning of "is an equivalence relation"
Is an equivalence relation: In mathematics, it refers to a relation that is reflexive, symmetric, and transitive
How to use "is an equivalence relation" in a sentence
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is an equivalence relation
In particular being isogenous is an equivalence relation between tori.
Is an equivalence relation is a congruence relation.
It is easily shown that this is an equivalence relation.
Parallelism is an equivalence relation on the lines of an affine plane.
In this case the relation is an equivalence relation.
Similarity is an equivalence relation on the space of square matrices.
Suppose is a topological space and is an equivalence relation on.
Matrix equivalence is an equivalence relation on the space of rectangular matrices.
Coherence of foliated atlases is an equivalence relation.
This is an equivalence relation on characters.
The identity relation is an equivalence relation.
R is an equivalence relation having 2 equivalence classes.
Know when a relation is an equivalence relation.
This is an equivalence relation on L ; the proof that it is transitive is quite hard.
Congruence of triangles is an equivalence relation in geometry.
See also
A symmetric relation that is also transitive and reflexive is an equivalence relation.
The relation of being homotopic is an equivalence relation on paths in a topological space.
According to the zeroth law of thermodynamics, being in thermal equilibrium is an equivalence relation.
This relation is an equivalence relation.
An antisymmetric preorder is a partial order, and a symmetric preorder is an equivalence relation.
Matrix congruence is an equivalence relation.
Is an equivalence relation on A. If it is, describe the equivalence classes.
So we assume that is connected to is an equivalence relation.
Wilf equivalence is an equivalence relation and its equivalence classes are called Wilf classes.
It is not hard to establish that this is an equivalence relation.
Being homeomorphic " is an equivalence relation on topological spaces.
We leave it to the reader to verify that this is an equivalence relation.
It turns out that ker f is an equivalence relation on M, and in fact a congruence relation.
The isomorphism relation on any set of groups is an equivalence relation.
From x to y, is an equivalence relation.
As well as for lines, the parallelism relation of plane curves is an equivalence relation.
In mathematics, a congruence is an equivalence relation on the integers.
The relation between y { \ displaystyle y } and z { \ displaystyle z } above is an equivalence relation.
Show, R is an equivalence relation.
The identity relation idX on a set X is an equivalence relation.
Clearly ∼ is an equivalence relation ( it is reflexive, symmetric and transitive ).
Equivalence of extensions is an equivalence relation.
Thus $ R $ is an equivalence relation.
Therefore, order isomorphism is an equivalence relation.
In this sense one can say that there is an equivalence relation between them.
The indifference relation ~ is an equivalence relation.
Evidently, conformality of metrics is an equivalence relation.
Show that the relation, so defined is an equivalence relation.
Scissors-congruence is an equivalence relation.
First, that formula 58 is an equivalence relation.
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