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EnglishTHE SCHOLAR'S LEXICON

geometrical

/jee-uh-me-trik/US // ˌdʒi əˈmɛ trɪk //UK // (ˌdʒɪəˈmɛtrɪk) //

几何学,几何学的,几何图形,几何

Related Words

geometrical几何学,几何学的,几何图形,几何congruous相符的,吻合的,一致的,相符graphic图形,图像,图片,图文并茂symmetrical对称的,对称,对称性,对称性的mathematical数学,数学的,数理,数理化structural结构性,结构性的,结构,结构化spatial空间,空间的,空间上,空间上的computative计算性,计算性的,计算,计算型measurable可衡量的,可测量的,可计量的,可测量

Definitions

adj.形容词 adjective
  1. 1

    Also ge·o·met·ri·cal.

    • : of or relating to geometry or to the principles of geometry.
    • : resembling or employing the simple rectilinear or curvilinear lines or figures used in geometry.
    • : of or relating to painting, sculpture, or ornamentation of predominantly geometric characteristics.
    • : Fine Arts. pertaining to or designating a style of vase painting developed in Greece between the 10th and 8th centuries b.c., characterized chiefly by rectilinear or curvilinear shapes in abstract and human figuration, often arranged in tiers or panels around the vase.designating a style of Greek sculpture of approximately the same period, exemplified chiefly in small figurines or reliefs having a schematic and generalized treatment of the human form.
n.名词 noun
  1. 1
    • : a geometric pattern, design, etc.: an ornate and handsome geometric.

Synonyms & Antonyms

as inmathematical
Synonyms
analytical分析性的,分析性,分析师,剖析性numerical数字化的,数字化,数字的,数字scientific科学,科学的,科技,科学性algebraic代数,代数式,代数式的,代数的algorithmic算法,算法的,算术,算法性arithmetical算术,算术的,运算学,算术学computative计算性,计算性的,计算,计算型math数学,数学上,数理,数学上的measurable可衡量的,可测量的,可计量的,可测量trigonometric三角测量,三角测量法,三角函数,三角形

Examples

  • Neymar restored order in the 28th minute with a goal of geometrical precision, hit low into the right corner of the Croatian goal.

  • Solar reflections, showing geometrical figures on our vast plains, prove to you that we exist.

  • The urns themselves are of clay, somewhat badly baked, and bear geometrical patterns applied with a punch.

  • Floral, geometrical, and conventionalized designs are discussed under the headings “Samar mats” and “Special designs.”

  • And on this ground he infers that geometrical figures really exist, because they can be distinctly conceived.

  • They are of various forms, mostly geometrical figures upon a vast scale—miles in extent.

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