clearer read

Author: ZigaSajovic

latex/Iterators.tex

@@ -43,7 +43,7 @@ \subsection{Iterators and Iterating Velocity}
   \end{equation}
 The rate of change operator $\Psi$ and iterating velocities
 \footnote{Higher derivatives can be derived by induction.}
-\eqref{eq:iter_vel} can be used to study iterated processes, which feature prominently in machine learning; ex. importance of continued iteration and aid decisions on early stopping.
+\eqref{eq:iter_vel} can be used to study iterated processes, which feature prominently in machine learning; ex. examine the importance of continued iteration and aid decisions on early stopping.
 
 The computation of the eigen map $h$ \eqref{eq:kh} was solved by Bridges \cite{bridges2016solution} for any $p$ with a power series representation. This result is extended to tensor series by the isomorphism to their quotient. Hence, as we can expand any $p\in\dP$ into a tensor series by the use of the operator $e^\D$, by Theorem $\ref{izr:e^d}$ the result also holds for any $p\in\dP$.