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  • Ridge (geometry)
  • 维脊
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  • 在幾何學中,維脊是幾何構造裡的一個元素,且該元素的維度是該幾何構造所在的元素的維度減2,換句話說,若幾何結構是n維的,那麼維脊就是(n-2)維的構造。它有時也被稱為subfacet,因其維度比facet來的低。 下面列出一些維脊的例子: * 頂點是多邊形的維脊 * 稜是多面體的維脊 * 面是多胞體(四維)的維脊 * 胞(三維多面體)是超多胞體(五維)的維脊 * 四維胞是六維超多胞體的維脊 * 五維胞是七維超多胞體的維脊 * 以此類推....
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  • 在幾何學中,維脊是幾何構造裡的一個元素,且該元素的維度是該幾何構造所在的元素的維度減2,換句話說,若幾何結構是n維的,那麼維脊就是(n-2)維的構造。它有時也被稱為subfacet,因其維度比facet來的低。 下面列出一些維脊的例子: * 頂點是多邊形的維脊 * 稜是多面體的維脊 * 面是多胞體(四維)的維脊 * 胞(三維多面體)是超多胞體(五維)的維脊 * 四維胞是六維超多胞體的維脊 * 五維胞是七維超多胞體的維脊 * 以此類推....
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