--- a/src/transport.rs	Tue Aug 01 10:32:12 2023 +0300
+++ b/src/transport.rs	Thu Aug 29 00:00:00 2024 -0500
@@ -11,7 +11,7 @@
     /// If `Self` is a linear operator $A$ on $ℳ(Ω)$, and `Cost` represents the spatial
     /// cost function $c$, this factor $L$ is such that, for all $0 ≤ λ ∈ ℳ(Ω^2)$,
     /// $$
-    ///     \norm{A(π_\#^1-π_\#^0)λ}^2 ≤ L^2 \norm{λ}_{ℳ(Ω^2)} ∫ c(x, y) dλ(x, y).
+    ///     \norm{A(π_\#^1-π_\#^0)λ}^2 ≤ L \norm{λ}_{ℳ(Ω^2)} ∫ c(x, y) dλ(x, y).
     /// $$
     fn transport_lipschitz_factor(&self, cost : Cost) -> Self::FloatType;
 }