论文标题
通过离散的几何模型对Willmore Energy的近似
Approximation of the Willmore energy by a discrete geometry model
论文作者
论文摘要
我们证明，以离散差别的几何形状定义的三角形表面的某种离散能量在$γ$ - 融合的意义上会收敛于Willmore能量。在计算机图形文献中之前已经讨论过这种离散能量的变体。
We prove that a certain discrete energy for triangulated surfaces, defined in the spirit of discrete differential geometry, converges to the Willmore energy in the sense of $Γ$-convergence. Variants of this discrete energy have been discussed before in the computer graphics literature.
