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Update acknowledgements

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Daniel Hillerström
2020-09-11 17:05:18 +01:00
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thesis.tex
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@@ -129,14 +129,17 @@
%% Acknowledgements
\begin{acknowledgements}
Firstly, I want to thank Sam Lindley for his guidance, advice, and
encouragement throughout my studies. He has been ardent supervisor,
and he has always been generous with his time. I am fortunate to
have been supervised by him.
encouragement throughout my studies. He has been enthusiastic
supervisor, and he has always been generous with his time. I am
fortunate to have been supervised by him.
My work has been supported by \href{https://www.epsrc.ac.uk/}{EPSRC}
grant \href{http://pervasiveparallelism.inf.ed.ac.uk}{EP/L01503X/1}
(EPSRC Centre for Doctoral Training in Pervasive Parallelism) and by
ERC Consolidator Grant Skye (grant number 682315).
Throughout my studies I have received funding from the
\href{https://www.ed.ac.uk/informatics}{School of Informatics} at
The University of Edinburgh, as well as an
\href{https://www.epsrc.ac.uk/}{EPSRC} grant
\href{http://pervasiveparallelism.inf.ed.ac.uk}{EP/L01503X/1} (EPSRC
Centre for Doctoral Training in Pervasive Parallelism), and by ERC
Consolidator Grant Skye (grant number 682315).
List of people to thank
\begin{itemize}
@@ -3385,7 +3388,7 @@ deconstructions also gets bigger. The continuation representation
needs more structure. While it is seductive to program with lists, it
quickly gets unwieldy.
\subsection{Simultaneous CPS transform for deep and shallow handlers}
\subsection{Effect handlers via generalised continuations}
\label{sec:cps-deep-shallow}
\begin{figure}
%
@@ -3393,31 +3396,31 @@ quickly gets unwieldy.
%
\begin{equations}
\cps{-} &:& \ValCat \to \UValCat\\
% \cps{x} &\defas& x\\
\cps{x} &\defas& x\\
\cps{\lambda x.M} &\defas& \dlam x\,\dhk.\Let\;(\dk \dcons \dhk') = \dhk\;\In\;\cps{M} \sapp (\reflect\dk \scons \reflect \dhk') \\
\cps{\Lambda \alpha.M} &\defas& \dlam \Unit\,\dhk.\Let\;(\dk \dcons \dhk') = \dhk\;\In\;\cps{M} \sapp (\reflect\dk \scons \reflect \dhk') \\
\cps{\Rec\,g\,x.M} &\defas& \Rec\,g\,x\,\dhk.\Let\;(\dk \dcons \dhk') = \dhk\;\In\;\cps{M} \sapp (\reflect\dk \scons \reflect \dhk') \\
% \multicolumn{3}{c}{
% \cps{\Record{}} \defas \Record{}
% \qquad
% \cps{\Record{\ell = \!\!V; W}} \defas \Record{\ell = \!\cps{V}; \cps{W}}
% \qquad
% \cps{\ell\,V} \defas \ell\,\cps{V}
% }
\multicolumn{3}{c}{
\cps{\Record{}} \defas \Record{}
\qquad
\cps{\Record{\ell = \!\!V; W}} \defas \Record{\ell = \!\cps{V}; \cps{W}}
\qquad
\cps{\ell\,V} \defas \ell\,\cps{V}
}
\end{equations}
%
\textbf{Computations}
%
\begin{equations}
\cps{-} &:& \CompCat \to \SValCat^\ast \to \UCompCat\\
% \cps{V\,W} &\defas& \slam \shk.\cps{V} \dapp \cps{W} \dapp \reify \shk \\
% \cps{V\,T} &\defas& \slam \shk.\cps{V} \dapp \Record{} \dapp \reify \shk \\
% \cps{\Let\; \Record{\ell=x;y} = V \; \In \; N} &\defas& \slam \shk.\Let\; \Record{\ell=x;y} = \cps{V} \; \In \; \cps{N} \sapp \shk \\
% \cps{\Case~V~\{\ell~x \mapsto M; y \mapsto N\}} &\defas&
% \slam \shk.\Case~\cps{V}~\{\ell~x \mapsto \cps{M} \sapp \shk; y \mapsto \cps{N} \sapp \shk\} \\
% \cps{\Absurd~V} &\defas& \slam \shk.\Absurd~\cps{V} \\
% \end{equations}
% \begin{equations}
\cps{V\,W} &\defas& \slam \shk.\cps{V} \dapp \cps{W} \dapp \reify \shk \\
\cps{V\,T} &\defas& \slam \shk.\cps{V} \dapp \Record{} \dapp \reify \shk \\
\cps{\Let\; \Record{\ell=x;y} = V \; \In \; N} &\defas& \slam \shk.\Let\; \Record{\ell=x;y} = \cps{V} \; \In \; \cps{N} \sapp \shk \\
\cps{\Case~V~\{\ell~x \mapsto M; y \mapsto N\}} &\defas&
\slam \shk.\Case~\cps{V}~\{\ell~x \mapsto \cps{M} \sapp \shk; y \mapsto \cps{N} \sapp \shk\} \\
\cps{\Absurd~V} &\defas& \slam \shk.\Absurd~\cps{V} \\
\end{equations}
\begin{equations}
\cps{\Return\,V} &\defas& \slam \shk.\kapp\;(\reify \shk)\;\cps{V} \\
\cps{\Let~x \revto M~\In~N} &\defas&
\bl\slam \sRecord{\shf, \sRecord{\svhret, \svhops}} \scons \shk.