Definition of proposition

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Proposition (n.) A statement of religious doctrine; an article of faith; creed; as, the propositions of Wyclif and Huss..

Lern More About Proposition

Vote :: Vote (v. i.) To express or signify the mind, will, or preference, either viva voce, or by ballot, or by other authorized means, as in electing persons to office, in passing laws, regulations, etc., or in deciding on any proposition in which one has an interest with others..
Conversion :: Conversion (n.) The act of interchanging the terms of a proposition, as by putting the subject in the place of the predicate, or the contrary..
Convert :: Convert (v. t.) To change (one proposition) into another, so that what was the subject of the first becomes the predicate of the second..
Consequent :: Consequent (n.) That which follows from propositions by rational deduction; that which is deduced from reasoning or argumentation; a conclusion, or inference..
Recant :: Recant (v. i.) To revoke a declaration or proposition; to unsay what has been said; to retract; as, convince me that I am wrong, and I will recant..
Understand :: Understand (v. t.) To have just and adequate ideas of; to apprehended the meaning or intention of; to have knowledge of; to comprehend; to know; as, to understand a problem in Euclid; to understand a proposition or a declaration; the court understands the advocate or his argument; to understand the sacred oracles; to understand a nod or a wink..
Discrete :: Discrete (a.) Disjunctive; containing a disjunctive or discretive clause; as, I resign my life, but not my honor, is a discrete proposition..
Proposition :: Proposition (n.) That which is proposed; that which is offered, as for consideration, acceptance, or adoption; a proposal; as, the enemy made propositions of peace; his proposition was not accepted..
Premise :: Premise (n.) A proposition antecedently supposed or proved; something previously stated or assumed as the basis of further argument; a condition; a supposition.
Contrary :: Contrary (a.) Affirming the opposite; so opposed as to destroy each other; as, contrary propositions..
Protasis :: Protasis (n.) A proposition; a maxim.
Affirmative :: Affirmative (n.) That which affirms as opposed to that which denies; an affirmative proposition; that side of question which affirms or maintains the proposition stated; -- opposed to negative; as, there were forty votes in the affirmative, and ten in the negative..
Proposition :: Proposition (n.) That which is offered or affirmed as the subject of the discourse; anything stated or affirmed for discussion or illustration.
Opponent :: Opponent (n.) One who opposes in a disputation, argument, or other verbal controversy; specifically, one who attacks some theirs or proposition, in distinction from the respondent, or defendant, who maintains it..
Reason :: Reason (n.) Hence: To carry on a process of deduction or of induction, in order to convince or to confute; to formulate and set forth propositions and the inferences from them; to argue..
Universal :: Universal (a.) Forming the whole of a genus; relatively unlimited in extension; affirmed or denied of the whole of a subject; as, a universal proposition; -- opposed to particular; e. g. (universal affirmative) All men are animals; (universal negative) No men are omniscient..
Self-contradiction :: Self-contradiction (n.) The act of contradicting one's self or itself; repugnancy in conceptions or in terms; a proposition consisting of two members, one of which contradicts the other; as, to be and not to be at the same time is a self-contradiction..
Colligate :: Colligate (v. t.) To bring together by colligation; to sum up in a single proposition.
Major :: Major (a.) That premise which contains the major term. It its the first proposition of a regular syllogism; as: No unholy person is qualified for happiness in heaven [the major]. Every man in his natural state is unholy [minor]. Therefore, no man in his natural state is qualified for happiness in heaven [conclusion or inference]..
Baroko :: Baroko (n.) A form or mode of syllogism of which the first proposition is a universal affirmative, and the other two are particular negative..
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