Skip to main content
converse

converse

9 8.2
A statement made by swapping the two parts of an if-then sentence
  • noun
  • /kənˈvɜrs/
  • Specialized
translation icon : proposición conversa
  • Of course, the converse of picking winners is that some states are deemed to be losers.
  • converse is true
  • converse is also
  • converse is, of course

You said the converse proposition does not in itself or for us make substance into subject, right?

Examples

  • The converse of the statement 'If it rains, then the ground is wet' is 'If the ground is not wet, then it does not rain.'

  • The close correlation that has been made between literacy and reasoning, and its converse, need not surprise us.

    Academic text (1995)
  • Or the converse - the end of life, the right to die.

  • And in a limited number of cases, the converse was true.

    Academic text (2003)
  • All right, now the remarkable thing is the converse is also true.

  • All loyalty cases are security cases, but the converse is not true.

    Academic text (1997)
  • But the converse also holds true, and therefore both ends of this chain must be grasped simultaneously.

    Academic text (2004)
  • The converse is also true: in the absence of third-party tax information return reporting, tax compliance plummets.

    Academic text (2017)
  • In these two groups, multiple suspensions were more common than single suspensions; the converse was true for all other sociodemographic groups.

    Academic text (2013)
  • In mathematics, the converse of a true conditional statement can also be a true statement, as seen in various proofs.

Surface Forms

converse singular
converses plural

Etymology

The word converse used in logic comes from Latin parts con- 'together' and vertere 'to turn', so it originally meant 'turned around'. In logic, a converse is the statement you get when you 'turn' the parts around, so 'If it rains, then the ground is wet' becomes 'If the ground is wet, then it rains'.