坚持是数学研究的关键,许多伟大的成果来自于长期的奋斗。
Persistence is key in mathematical research; many great results come from long struggles.
成功辨识的关键是找到一个足够灵活的模型结构,以捕捉系统的基本特征,同时又足够简单,可以从现有数据中估计出来。
The study of Galois representations is a bridge between number theory and geometry.