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one-dimensional

  • 1 oblong

    ['obloŋ] 1. noun
    (a two-dimensional, rectangular figure, but with one pair of opposite sides longer than the other pair.) stačiakampis
    2. adjective
    (shaped like this: an oblong table.) pailgas

    English-Lithuanian dictionary > oblong

  • 2 square

    [skweə] 1. noun
    1) (a four-sided two-dimensional figure with all sides equal in length and all angles right angles.) kvadratas
    2) (something in the shape of this.) kvadratas
    3) (an open place in a town, with the buildings round it.) aikštė
    4) (the resulting number when a number is multiplied by itself: 3 × 3, or 32 = 9, so 9 is the square of 3.) kvadratas
    2. adjective
    1) (having the shape of a square or right angle: I need a square piece of paper; He has a short, square body / a square chin.) kvadratinis, keturkampis
    2) ((of business dealings, scores in games etc) level, even, fairly balanced etc: If I pay you an extra $5 shall we be (all) square?; Their scores are (all) square (= equal).) atsiskaitęs, sutvarkytas
    3) (measuring a particular amount on all four sides: This piece of wood is two metres square.) kvadratinis
    4) (old-fashioned: square ideas about clothes.) senamadiškas
    3. adverb
    1) (at right angles, or in a square shape: The carpet is not cut square with the corner.) tiesiai, statmenai
    2) (firmly and directly: She hit him square on the point of the chin.) tiesiai
    4. verb
    1) (to give a square shape to or make square.) suteikti kvadrato formą, padaryti kvadratą
    2) (to settle, pay etc (an account, debt etc): I must square my account with you.) atsiskaityti, apmokėti, sutvarkyti
    3) (to (cause to) fit or agree: His story doesn't square with the facts.) atitikti
    4) (to multiply a number by itself: Two squared is four.) pakelti kvadratu
    - squarely
    - square centimetre
    - metre
    - square root
    - fair and square
    - go back to square one
    - a square deal

    English-Lithuanian dictionary > square

См. также в других словарях:

  • one-dimensional — adj. having only one dimension; as, a line is a one dimensional object; a one dimensional array. [WordNet 1.5 +PJC] 2. Seeming to have only one dimension; lacking depth; as, one dimensional characters. [PJC] …   The Collaborative International Dictionary of English

  • one-dimensional — one′ dimen′sional adj. 1) cvb having one dimension only 2) cvb having no depth or scope • Etymology: 1880–85 one′ dimensional′ity, n …   From formal English to slang

  • one-dimensional — one di mensional adj simple and not considering or showing all the parts of something used to show disapproval ▪ the novel s one dimensional characters …   Dictionary of contemporary English

  • one-dimensional — ► ADJECTIVE ▪ lacking depth; superficial …   English terms dictionary

  • one-dimensional — [wun′də men′shə nəl] adj. having a single dominant aspect, quality, concern, etc. and hence narrow, limited, superficial, etc …   English World dictionary

  • one-dimensional — adjective a) An object with length, but no height or depth. Like a square has no depth, a one dimensional object is that square with no width. A straight line. Such one dimensional characters have always existed in the theatre along with more… …   Wiktionary

  • one-dimensional — adjective 1. relating to a single dimension or aspect; having no depth or scope a prose statement of fact is unidimensional, its value being measured wholly in terms of its truth Mary Sheehan a novel with one dimensional characters • Syn:… …   Useful english dictionary

  • one-dimensional — adjective Date: 1883 1. having one dimension 2. lacking depth ; superficial < one dimensional characters > • one dimensionality noun …   New Collegiate Dictionary

  • one-dimensional — /wun di men sheuh nl/, adj. 1. having one dimension only. 2. having no depth or scope: a novel with one dimensional characters. [1880 85] * * * …   Universalium

  • One-Dimensional Man — Part of a series on the Frankfurt School …   Wikipedia

  • One-dimensional space — In physics and mathematics, a sequence of n numbers can be understood as a location in n dimensional space. When n = 1, the set of all such locations is called 1 dimensional Euclidean space. Contents 1 One dimensional geometry 1.1 Polytopes 1.2 …   Wikipedia

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