- (converse) carry on a conversation
- (converse) a proposition obtained by conversion
- (converse) of words so related that one reverses the relation denoted by the other; "`parental' and `filial' are converse terms"
- (converse) turned about in order or relation; "transposed letters"
- (Converse (shoe company)) Converse is an American shoe company that has been making shoes since the early 20th century.
- (converse) Measurements, which follow the reverse order of the natural zodiac, used primarily to direct or progress a horoscope backward in time. ...
- The converse of a categorical claim is the claim that results from switching the places of the subject and predicate terms.
- (Converse) A reversed conditional statement. The "if" and "then" parts of the conditional statement are switched.
- (CONVERSE) In show biz, old stars wind up playing grandparents on TV sitcoms. In shoe biz, old stars are applauded as hip, cool icons on Broadway.
- (Converse) Rupert is often seen in Converse, even on the Red Carpet. His favourite pair appears to be the Union Jack ones of the ‘The Who’ collection.
- (Converse) is from the Latin roots com(great or intense) + vertere (to turn). The literal meaning is "to turn away". The verb converse (as in conversation), which has the same spelling, is from a completely different root.
- (converse) Definition: semantic translation technique or strategy in which the translation uses an alternative (usually) verbal structure which expresses the same state of affairs from an opposing viewpoint, such as changing A bought X from B to B sold X to A. ...
- (converse) n. (logic) An implication which results from interchanging the hypothesis and conclusion of another implication
- (converse) v. ~ (about sth); ~ (together) (fml ) talk
- The converse of a theorem (or statement) is formed by taking the conclusion as the starting?point and having the starting?point as the conciusion. Though any theorem can be re-formed in this way, the result may or may not be true and it needs its own proof.
- The converse of the statement 'if a number ends in zero it is divisible by ten' is 'if a number is divisible by ten, then it ends in zero'.