unconverged









unconverged


verb (used without object), con·verged, con·verg·ing.

  1. to tend to meet in a point or line; incline toward each other, as lines that are not parallel.
  2. to tend to a common result, conclusion, etc.
  3. Mathematics.
    1. (of a sequence) to have values eventually arbitrarily close to some number; to have a finite limit.
    2. (of an infinite series) to have a finite sum; to have a sequence of partial sums that converges.
    3. (of an improper integral) to have a finite value.
    4. (of a net) to be residually in every neighborhood of some point.

verb (used with object), con·verged, con·verg·ing.

  1. to cause to converge.

verb

  1. to move or cause to move towards the same pointcrowds converged on the city
  2. to meet or cause to meet; join
  3. (intr) (of opinions, effects, etc) to tend towards a common conclusion or result
  4. (intr) maths (of an infinite series or sequence) to approach a finite limit as the number of terms increases
  5. (intr) (of animals and plants during evolutionary development) to undergo convergence

v.1690s, from Late Latin convergere “to incline together” from com- “together” (see com-) + vergere “to bend” (see verge (v.)). Related: Converged; converging.

  1. To tend toward or approach an intersecting point.
  2. In calculus, to approach a limit.
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