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Discretization vs Undefined - What's the difference?

discretization | undefined |

In mathematics|computing|lang=en terms the difference between discretization and undefined

is that discretization is (mathematics|computing) the act of discretizing, or dividing a continuous object into a finite number of discrete elements while undefined is (mathematics|computing) that does not have a meaning and is thus not assigned an interpretation.

As a noun discretization

is (mathematics|computing) the act of discretizing, or dividing a continuous object into a finite number of discrete elements.

As an adjective undefined is

lacking a definition or value.

discretization

English

Alternative forms

* discretisation (UK)

Noun

(en noun)
  • (mathematics, computing) The act of discretizing, or dividing a continuous object into a finite number of discrete elements
  • Derived terms

    * discretizational

    undefined

    English

    Adjective

    (wikipedia undefined) (-)
  • Lacking a definition or value.
  • (mathematics, computing) That does not have a meaning and is thus not assigned an interpretation.
  • The result of division by zero is undefined .

    Antonyms

    * defined