Simplified | Traditional | Pinyin | English |
---|---|---|---|
几何 | 幾何 | jǐhé | - geometry - (literary) how much |
几何学 | 幾何學 | jǐhéxué | - geometry |
几何线 | 幾何線 | jǐhéxiàn | - geometric straight line |
几何量 | 幾何量 | jǐhéliàng | - geometric quantity |
代数几何 | 代數幾何 | dàishùjǐhé | - algebraic geometry |
内在几何 | 內在幾何 | nèizàijǐhé | - intrinsic geometry |
分形几何 | 分形幾何 | fēnxíngjǐhé | - fractal geometry |
射影几何 | 射影幾何 | shèyǐngjǐhé | - projective geometry |
平面几何 | 平面幾何 | píngmiànjǐhé | - plane geometry |
几何光学 | 幾何光學 | jǐhéguāngxué | - geometric optics |
几何原本 | 幾何原本 | JǐhéYuánběn | - Euclid's Elements |
几何拓扑 | 幾何拓撲 | jǐhétuòpū | - (math.) geometric topology |
几何级数 | 幾何級數 | jǐhéjíshù | - geometric series |
微分几何 | 微分幾何 | wēifēnjǐhé | - differential geometry |
投影几何 | 投影幾何 | tóuyǐngjǐhé | - projective geometry - same as 射影幾何|射影几何 |
曾几何时 | 曾幾何時 | céngjǐhéshí | - just a while before - not so long ago - everyone can remember when.. |
欧式几何 | 歐式幾何 | Ōushìjǐhé | - Euclidean geometry |
球面几何 | 球面幾何 | qiúmiànjǐhé | - spherical geometry |
画法几何 | 畫法幾何 | huàfǎjǐhé | - descriptive Geometry (three-dimensional geometry using projections and elevations) |
立体几何 | 立體幾何 | lìtǐjǐhé | - solid geometry |
罗式几何 | 羅式幾何 | Luóshìjǐhé | - hyperbolic geometry - Lobachevskian geometry |
罗氏几何 | 羅氏幾何 | Luóshìjǐhé | - hyperbolic geometry - Lobachevskian geometry |
解析几何 | 解析幾何 | jiěxījǐhé | - analytic geometry - coordinate geometry |
双曲几何 | 雙曲幾何 | shuāngqūjǐhé | - hyperbolic geometry |
非欧几何 | 非歐幾何 | fēiōujǐhé | - non-Euclidean geometry |
黎曼几何 | 黎曼幾何 | Límànjǐhé | - (math.) Riemannian geometry |
代数几何学 | 代數幾何學 | dàishùjǐhéxué | - algebraic geometry |
内在几何学 | 內在幾何學 | nèizàijǐhéxué | - intrinsic geometry |
分形几何学 | 分形幾何學 | fēnxíngjǐhéxué | - fractal geometry |
射影几何学 | 射影幾何學 | shèyǐngjǐhéxué | - projective geometry |
几何平均数 | 幾何平均數 | jǐhépíngjūnshù | - geometric mean |
几何拓扑学 | 幾何拓撲學 | jǐhétuòpūxué | - (math.) geometric topology |
微分几何学 | 微分幾何學 | wēifēnjǐhéxué | - differential geometry |
投影几何学 | 投影幾何學 | tóuyǐngjǐhéxué | - projective geometry - same as 射影幾何學|射影几何学 |
欧式几何学 | 歐式幾何學 | Ōushìjǐhéxué | - Euclidean geometry |
欧氏几何学 | 歐氏幾何學 | Ōushìjǐhéxué | - Euclidean geometry |
解析几何学 | 解析幾何學 | jiěxījǐhéxué | - analytic geometry - coordinate geometry |
非欧几何学 | 非歐幾何學 | fēiōujǐhéxué | - non-Euclidean geometry |
黎曼几何学 | 黎曼幾何學 | Límànjǐhéxué | - Riemannian geometry |
几何级数增长 | 幾何級數增長 | jǐhéjíshùzēngzhǎng | - exponential increase |
This website combine data from several databases (notably: Unihan, CC-CEDICT). Please be aware that some information presented may be incorrect, especially for very rare Chinese characters. We take no responsibility for incorrect data, though we constantly try to make the website as accurate as possible.
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