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\newcommand{\signed}{Yours sincerely\par\vskip 1.5cm\par
Michael A. Henning \\
Email: mahenning@uj.ac.za }

\begin{document}



\hfill
\begin{tabular}{l}
Michael A. Henning \\
Department of Mathematics\\
University of Johannesburg \\
Auckland Park, 2006 \\
South Africa
\end{tabular}


\small

\setlength{\parskip}{2mm}

\begin{flushright}
02 April, 2014
\end{flushright}

Professor Prof. Michael Krivelevich \\
Managing Editor \\
Electronic Journal of Combinatorics

Dear Professor Krivelevich:

\vskip .3 cm
\begin{tabular}{ll}
{\bf Paper:} & Total Transversals and Total Domination in Uniform Hypergraphs \\
{\bf Author:} & Bujt\'{a}s, Henning, Tuza, Yeo \\
{\bf Journal:} & Electronic Journal of Combinatorics
\end{tabular}
\vskip .3 cm



Thank you for your email dated 20 March 2014, wherein you inform us that you have provisionally accepted our paper for publication in the Electronic Journal of Combinatorics. We are delighted to hear this news!

We wish to express our sincere thanks to the reviewer for doing an outstanding job with reviewing the paper and checking every detail with meticulous precision and care. The time and efforts taken by the reviewer is much appreciated.

We wish to thank the reviewer for his/her positive report. The reviewer lists eighteen (18) changes/corrections to be made. These are minor changes and easy to make, but are nonetheless very important changes indeed.  All eighteen changes of the reviewer have been addressed and the changes have been made, with thanks.

In particular, the revised draft incorporates the following changes:
\begin{itemize}
\item Shortened the proof of Lemma~9 and reduced some parts of the Introduction (see Comment~\#1 of the Reviewer).
\item Moved Definitions~3 and~4 to appear immediately before Observation~3 (see Comment~\#2 of the Reviewer).
\item Explained why Theorem~3 in not true for large~$k$ (see Comment~\#3 of the Reviewer). In particular, we have shown that for all $k \ge 3$,
\[
\sup_{H \in \cH_k}\; \frac{\gamma_t(H)}{\nH}
= (1+\oo(1))\frac{\ln (k)}{k}.
\]
\item Consistently used the expression ``open neighborhood" (see Comment~\#4 of the Reviewer).
\item Deleted the expression ``for $k$ sufficiently large" in the formulation of Theorem~6 (see Comment~\#5 of the Reviewer).
\item Made the minor changes/corrections listed in Comments~\#6, 7, 9, 10, 11, 12, 14, 15, 16, 17, 18 of the Reviewer.
\item Reformulated Claim~B in a similar way to the formulation of Claim~II (see Comment~\#8 of the Reviewer).
\item Consistently used the definition of $H - X$ (see Comment~\#13 of the Reviewer).
\end{itemize}


Thank you for your assistance and for your consideration of the revised manuscript.



\signed



\end{document}

In particular, the revised draft incorporates the following changes:
\begin{itemize}
\item Shortened the proof of Lemma~9 and reduced some parts of the Introduction (see Comment~\#1 of the Reviewer).
\item Moved the Definitions~3 and~4 to appear immediately before Observation~3 (see Comment~\#2 of the Reviewer).
\item Consistently used the expression ``open neighborhood" (see Comment~\#4 of the Reviewer).
\item Deleted the expression` `for $k$ sufficiently large" in the formulation of Theorem~6 (see Comment~\#5 of the Reviewer).
\item Made the minor changes/corrections listed in Comments~\#6, 7, 9, 10, 11, 12, 14, 15, 16, 17, 18 of the Reviewer.
\item Reformulated Claim~B in a similar way to the formulation of Claim~II (see Comment~\#8 of the Reviewer).
\item Consistently used the definition of $H - X$ (see Comment~\#13 of the Reviewer).
\end{itemize}
