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Circumscribed vs Partial - What's the difference?

circumscribed | partial |

As a verb circumscribed

is past tense of circumscribe.

As an adjective partial is

existing as a part or portion; incomplete.

As a noun partial is

a partial derivative: a derivative with respect to one independent variable of a function in multiple variables.

circumscribed

English

Verb

(head)
  • (circumscribe)

  • circumscribe

    English

    Verb

    (circumscrib)
  • To draw a line around; to encircle.
  • To limit narrowly; to restrict.
  • * {{quote-magazine, date=2013-06-07, author=David Simpson
  • , volume=188, issue=26, page=36, magazine=(The Guardian Weekly) , title= Fantasy of navigation , passage=It is tempting to speculate about the incentives or compulsions that might explain why anyone would take to the skies in [the] basket [of a balloon]: […]; perhaps to moralise on the oneness or fragility of the planet, or to see humanity for the small and circumscribed thing that it is; […].}}
  • (geometry) To draw the smallest circle or higher-dimensional sphere that has (a polyhedron, polygon, etc.) in its interior.
  • Derived terms

    * circumscription

    partial

    English

    Adjective

    (en adjective)
  • Existing as a part or portion; incomplete.
  • So far, I have only pieced together a partial account of the incident.
  • (computer science) Describing a property that holds only when an algorithm terminates.
  • It's easy to prove partial correctness, but it's not obvious that it is also totally correct.
  • Biased in favor of a person, side, or point of view, especially when dealing with a competition or dispute.
  • The referee is blatantly partial !
  • * Alexander Pope
  • a partial parent
  • Having a predilection for something.
  • * Sir Walter Scott
  • not partial to an ostentatious display

    Antonyms

    * (biased) impartial

    Derived terms

    * impartial * impartiality * impartially * partiality * partially * partial to

    Noun

    (en noun)
  • (mathematics) A partial derivative: a derivative with respect to one independent variable of a function in multiple variables.
  • (music) An overtone or harmonic.
  • (dentistry) dentures that replace only some of the natural teeth
  • Anagrams

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