Definitions for RIGIDˈrɪdʒ ɪd

This page provides all possible meanings and translations of the word RIGID

Princeton's WordNet

  1. rigid, stiff(adj)

    incapable of or resistant to bending

    "a rigid strip of metal"; "a table made of rigid plastic"; "a palace guardsman stiff as a poker"; "stiff hair"; "a stiff neck"

  2. rigid, strict(adj)

    incapable of compromise or flexibility

  3. inflexible, rigid, unbending(adj)

    incapable of adapting or changing to meet circumstances

    "a rigid disciplinarian"; "an inflexible law"; "an unbending will to dominate"

  4. rigid(adj)

    designating an airship or dirigible having a form maintained by a stiff unyielding frame or structure

  5. fixed, set, rigid(adj)

    fixed and unmoving

    "with eyes set in a fixed glassy stare"; "his bearded face already has a set hollow look"- Connor Cruise O'Brien; "a face rigid with pain"

Wiktionary

  1. rigid(Adjective)

    Stiff, rather than flexible.

  2. rigid(Adjective)

    Fixed, rather than moving.

  3. rigid(Adjective)

    Rigorous and unbending.

  4. rigid(Adjective)

    Uncompromising.

  5. Origin: From rigidus, from rigere, probably originally "to be straight"; compare rectus, from regere; see regent and right. Compare rigor.

Webster Dictionary

  1. Rigid(adj)

    firm; stiff; unyielding; not pliant; not flexible

  2. Rigid(adj)

    hence, not lax or indulgent; severe; inflexible; strict; as, a rigid father or master; rigid discipline; rigid criticism; a rigid sentence

Freebase

  1. Rigidity

    In mathematics, a rigid collection C of mathematical objects is one in which every c ∈ C is uniquely determined by less information about c than one would expect. The above statement does not define a mathematical property. Instead, it describes in what sense the adjective rigid is typically used in mathematics, by mathematicians. Some examples include: Harmonic functions on the unit disk are rigid in the sense that they are uniquely determined by their boundary values. Holomorphic functions are determined by the set of all derivatives at a single point. A smooth function from the real line to the complex plane is not, in general, determined by all its derivatives at a single point, but it is if we require additionally that it be possible to extend the function to one on a neighbourhood of the real line in the complex plane. The Schwarz lemma is an example of such a rigidity theorem. By the fundamental theorem of algebra, polynomials in C are rigid in the sense that any polynomial is completely determined by its values on any infinite set, say N, or the unit disk.

British National Corpus

  1. Adjectives Frequency

    Rank popularity for the word 'RIGID' in Adjectives Frequency: #778


Translations for RIGID

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