We show that local minimizers of the Canham-Helfrich energy are asymptotically stable with respect to a model for relaxational fluid vesicle dynamics that we already studied in previous papers ([12, 11]). The proof is based on a Lojasiewicz-Simon inequality.

中文翻译：

---

局部 Helfrich 极小子的渐近稳定性

我们表明 Canham-Helfrich 能量的局部极小值相对于我们在之前的论文中已经研究过的松弛流体囊泡动力学模型是渐近稳定的 ([12, 11])。证明基于 Lojasiewicz-Simon 不等式。