Update

blueprint/src/content.tex

@@ -281,7 +281,7 @@ \section{Functions whose zeros include a given set}
   Let \(E\) be a finite dimensional real normed space.
   Let \(F\) be a real normed space.
   Consider a function \(f\colon E\to F\), points \(a, b \in E\),
-  and numbers \(C\ge 0\), \(\delta\ge 0\), \(\alpha\in [0, 1]\) such that
+  and numbers \(C\ge 0\), \(\delta\ge 0\), \(\alpha\ge 0\) such that
   \begin{itemize}
   \item \(f\) is differentiable on \([a, b]\);
   \item \(\|D_{b - a}f(a + t(b - a))\| \le Ct^{\alpha}{\|b - a\|}^{1+\alpha}\);