椭圆内接多边形的最大面积

Maximum Area of Inscribed Polygon in Ellipse

证明了椭圆的内接m多边形的最大面积V2(m)≤1/2mr1 r2sin2π/m,并给出三维空间的椭球的内接四面体的最大体积及n维空间中超椭球的内接单形的最大体积的两个猜想.

To prove the maximum area of ellipse inscribed polygon V2^（m）≤1/2mr1 r2sin 2x/m, And to narrate the two conjectures are the maximum volume of the ellipsoid＇ s inscribed tetrahedron in three-dimensional space and the hyper ellipsoid＇ s inscribed monmorphism in n-dimensional space.