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Potential outline.

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Daniel Hillerström
2019-02-12 10:31:47 +00:00
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thesis.tex
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@@ -129,15 +129,36 @@ Explain conventions\dots
\section{State of effectful programming} \section{State of effectful programming}
Related work\dots Related work\dots
\chapter{The theory of algebraic effects and their handlers} \chapter{Background}
\label{ch:background}
\chapter{On the expressive power of effect handlers} \chapter{A Core Calculus of Handlers and Rows}
\label{ch:language}
\section{Syntax}
\section{Static semantics}
\section{Dynamic semantics}
\chapter{Abstract machines theories for effect handlers} \chapter{Operational Foundations for Effect Handlers}
\label{ch:foundations}
\section{First-order continuation-passing style for deep handlers}
\section{Higher-order continuation-passing style for deep handlers}
\section{Continuation-passing style for effect handlers via generalised continuations}
\section{Abstract machine semantics for effect handlers via generalised continuations}
\chapter{Continuation passing style theories for effect handlers}
\chapter{Abstracting continuations: a unifying theory} \chapter{On the Expressive Power of Effect Handlers}
\label{ch:expressiveness}
\section{Notions of expressiveness}
Fellesein's macro-expressiveness, Longley's type-respecting
expressiveness, Kammar's typability-preserving expressiveness.
\section{Interdefinability of deep and shallow handlers}
\section{The false allure of parameterised handlers}
\section{The fundamental efficiency of effect handlers}
\chapter{Related work}
\label{ch:related-work}
\chapter{Conclusions} \chapter{Conclusions}
\label{ch:conclusions} \label{ch:conclusions}