Typo

tensor-product-stokes.tex

@@ -164,7 +164,7 @@ \section{Elements}
 \end{asm}
 
 This latter assumption holds if we can guarantee that the dimension of $S_\circ^h$ is greater than or equal to $Q_\circ^h$.
-In concrete examples, we will show cases where $Q_\circ^h \subset S_\circ^h$ and the assumption is guarantee trivially by taking $\Psi_\circ^h$ to be the orthogonal projection operator.
+In concrete examples, we will show cases where $Q_\circ^h \subset S_\circ^h$ and the assumption is guaranteed trivially by taking $\Psi_\circ^h$ to be the orthogonal projection operator.
 Now all the pieces are in place to complete our construction.
 \begin{thm}\label{thm:main-theorem} The operator $\Pi^h : V \to V^h$ defined by
 \begin{equation}