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多樣體(To-iūnn-thé;英語:manifold, 流形)是共簡單的空間相彎曲一个閣黏做伙的數學空間,可比講共二條線橛相拗予彎閣共怹的尾溜黏起來就會變成一个圓,若共一條長篙形紙的一爿先轉180°,閣佮另外一爿黏做伙,就會變成一个莫比烏斯(Möbius)圓帶,多樣體上蓋讚的所在就是會得用較簡單、較了解的空間來鬥,用無仝款的空間做素材,會當鬥無仝款的多樣體出來,比論講位相多樣體(topological manifold)、通微多樣體(differentiable manifold),多樣體佇物理學的用途真大,像講古典力學的相空間佮廣義相對論的時空模型用的四維度假黎曼(Riemann)多樣體攏是通微多樣體。


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