We show that the minimal discrepancy of a point set in the $d$-dimensional unit cube with respect to Orlicz norms can exhibit both polynomial and weak tractability. In particular, we show that the ${\psi }_{\alpha }$-norms of exponential Orlicz spaces are polynomially tractable.

中文翻译：

---

Orlicz规范中差异的可牵引性

我们证明了在 $d$关于Orlicz范数的三维单位立方可以同时显示多项式和易处理性。特别是，我们表明${\psi }_{\alpha }$指数Orlicz空间的范数是多项式易处理的。