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Suppose definition \(\mathcal{D}\) has a sentential definiendum.
So, for example, a general term (e.g., 'man') may be defined using a sentential definiendum (e.g., '\(x\) is a man').
Similar(58)
Definitions that conform to (7)–(9) are heterogeneous; the definiendum is sentential, but the defined term is not.
So begins Lionel Ziprin's "Sentential Metaphrastic," a "poem in progress" of more than a thousand pages.
Truth is thereby determined systematically by the satisfaction of sentential constituents.
Propositional calculus, also called Sentential Calculus, in logic, symbolic system of treating compound and complex propositions and their logical relationships.
(Indeed, as noted above, this content is usually that of the sentential complement used to specify the attitude).
And, for that matter, the definiendum?
The definiendum, like the definiens, can be complex; and the definiens, like the definiendum, can contain the defined term.
Given that not every apparent sentential negation is contradictory, is every contradictory negation sentential?
According to the third requirement, definiens and definiendum must be co-extensive, but only a single definiens provides the specific denotation of the definiendum.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com