Predicable


adjective
1.
that may be predicated or affirmed; assertable.
noun
2.
that which may be predicated; an attribute.
3.
Logic. any one of the various kinds of predicate that may be used of a subject.
adjective
1.
capable of being predicated or asserted
noun
2.
a quality, attribute, etc, that can be predicated
3.
(logic, obsolete) one of the five Aristotelian classes of predicates (the five heads of predicables), namely genus, species, difference, property, and relation

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    noun 1. an unpleasantly difficult, perplexing, or dangerous situation. 2. a class or category of logical or philosophical predication. 3. Archaic. a particular state, condition, or situation. noun 1. a perplexing, embarrassing, or difficult situation 2. (logic, obsolete) (ˈprɛdɪkəmənt). one of Aristotle’s ten categories of being 3. (archaic) a specific condition, circumstance, state, position, etc

  • Predicant

    adjective 1. preaching: a predicant religious order. noun 2. a preacher. adjective 1. of or relating to preaching noun 2. a member of a religious order founded for preaching, esp a Dominican 3. (ˌprɛdɪˈkænt) a variant spelling of predikant

  • Predicate

    verb (used with object), predicated, predicating. 1. to proclaim; declare; affirm; assert. 2. Logic. to affirm or assert (something) of the subject of a proposition. to make (a term) the predicate of such a proposition. 3. to connote; imply: His retraction predicates a change of attitude. 4. to found or derive (a statement, action, etc.); […]

  • Predicate-adjective

    noun, Grammar. 1. an adjective used in the predicate, especially with a copulative verb and attributive to the subject, as in He is dead, or attributive to the direct object, as in It made him sick. noun an adjective following a linking verb that describes the subject, such as ‘roses are red’

  • Predicate-calculus

    noun, Logic. 1. functional calculus. predicate calculus noun 1. the system of symbolic logic concerned not only with relations between propositions as wholes but also with the representation by symbols of individuals and predicates in propositions and with quantification over individuals Also called functional calculus See also propositional calculus


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