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That is, in all contexts without change of truth value.
In particular, the truth value of p q can change from one model to another.
Now one can determine the truth value of the proposition.
The axiom states the following always has a true truth value.
However, in practice, their truth value may not be known, and waits for appropriate evidence.
Statements have a truth value; they are either true or false, but not both.
Each proposition has a truth value, it is either true or false.
Shouldn't the truth value of in this situation be irrelevant?
In logic, the truth value of a logical statement says how much it is true.
Determining the truth value of stories was left up to readers and editors.
The truth value of a formula is sometimes referred to as its probability.
Trying to assign a truth value to either of them leads to a paradox.
Truth values have to be redistributed over some of our statements.
In neither case does it lack a truth value.
The truth value is the basic state variable of networks and data links.
Given a structure or interpretation, a sentence will have a fixed truth value.
These are sentences such that everyone who understands them will agree on their truth value no matter what the circumstances.
Good and evil are emotional attitudes; they have no truth value."
Usually, the truth value can only be "true" or "false".
They express the speaker's/writer's feelings about the truth value of a proposition.
In classical logic, we often discuss the truth values that a formula can take.
An interpretation often (but not always) provides a way to determine the truth values of sentences in a language.
It's a genre in which truth value is necessarily of greater importance than are aesthetic values.
Let X be a formula with a classical bivalent truth value.
This can be accomplished by identifying the truth values with numbers in any fixed manner.