Removing \! again.

Author: damek

constants/20.md

@@ -46,7 +46,7 @@ where the supremum is over isotropic log-concave $X$ in $\mathbb R^n$. Any bound
 | $\sigma_n \le O(n^{3/8})$ | [Fle2010] | Further improvement. |
 | $\sigma_n \le O(n^{1/3})$ | [GM2011] | “Thin-shell / large deviation interpolation” bound. |
 | $\sigma_n \le O(n^{1/4})$ | [LV2017] | Via Eldan’s stochastic localization. |
-| $\sigma_n \le \exp\!\bigl((\log n)^{1/2+o(1)}\bigr)=n^{o(1)}$ | [Che2021] | First subpolynomial bound (via near-constant KLS). |
+| $\sigma_n \le \exp\bigl((\log n)^{1/2+o(1)}\bigr)=n^{o(1)}$ | [Che2021] | First subpolynomial bound (via near-constant KLS). |
 | $\sigma_n \le O(\log^4 n)$ | [KL2022] | Polylog bound. |
 | $\sigma_n \le O(\log^{2.23\ldots} n)$ | [JLV2022] | Improves the polylog exponent. |
 | $\sigma_n \le O(\sqrt{\log n})$ | [K2023] | Further improvement. |