体积公式是用于计算体积的公式，即计算各种几何体（比如：圆柱、棱柱、锥体、台体、球体、椭球体等）体积的数学算式。体积公式也值不同体积单位之间进行换算所用的公式。
在古巴比伦数学中，正四棱台体积公式的表现形式和现代形式相比十分复杂。
In ancient Babylonian mathematics, the expression of volume formula for the frustum of a square pyramid is much more complicated than its modern form.
给出了高维单形与界面有关的体积不等式和与二面角有关的体积不等式，进而建立正则单形的有别于定义式的体积公式。
This article gives the volume inequality of higher dimension simplex about interface and dihedral Angle, then sets up regular simplex's volume formula which differs from definition.
给出了高维单形与界面有关的体积不等式和与二面角有关的体积不等式，进而建立正则单形的有别于定义式的体积公式。
This article gives the volume inequality of higher dimension simplex about interface and dihedral angle, then sets up regular simplexs volume formula which differs from definition.
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