论文标题
近端ε-划分的计算规则和弱凸函数的不精确接近操作员
Calculus rules for proximal ε-subdifferentials and inexact proximity operators for weakly convex functions
论文作者
论文摘要
我们研究了弱凸功能的不精确接近算子。为此，我们通过将函数弱凸的模量纳入相应公式来得出近端ε-划分的总和规则。这使我们能够根据近端ε-划分的近端函数研究不精确的近端算子。
We investigate inexact proximity operators for weakly convex functions. To this aim, we derive sum rules for proximal ε-subdifferentials, by incorporating the moduli of weak convexity of the functions into the respective formulas. This allows us to investigate inexact proximity operators for weakly convex functions in terms of proximal ε-subdifferentials.
