transitivity

Social balance theory later developed into what is now called transitivity.

It has been used to understand the transitivity of climate change policy choice.

The example of transitivity, which can be understood at this level, has already been explained above.

The rules of transitivity are as follows for a given decision agent.

By transitivity, they are parallel to each other, and hence cannot have exactly P in common.

For suitable one can use the transitivity principle to reduce the family again.

However, despite this complexity, there appears to be little distinction of transitivity.

Transitivity in grammar is about whether a verb has an object or not.

However, reflexivity does not follow from symmetry and transitivity alone.

Transitivity is a highly desired property of a trust metric.

The transitivity principle is a tool to change the family of subgroups to consider.

Transitivity, which refers to the ability to recognize relationships among various things in a serial order.

This extension by transitivity is one definition of analytic continuation.

The transitivity of the direct image shows that this is even naturally co-split.

Transitivity is an important factor in determining the absoluteness of formulas.

David Rosenthal posits the "transitivity principle" as a possible answer to this question.

Formal transitivity is associated with a variety of semantic functions across languages.

Formally nominal scales have the properties of symmetry and transitivity.

Transitivity however, depends on the definition of the set of elementary operations.

In mathematical terminology, this says that transitivity is violated.

The grammatical role of the object remains unaltered, and thus transitivity may also be used.

That's it, it can be seen now by transitivity of equality, looking at the above three equations.

If a person is an animal, then by transitivity a student is an animal.

Transitivity is a term in logic and mathematics.

The valency of a verb is related to transitivity.