# Sitemap

A list of all the posts and pages found on the site. For you robots out there is an XML version available for digesting as well.

## Timetable

This is my weekly schedule. … Read more

## New Website

Published:

This is a test blog post. Lorem ipsum dolor sit amet. … Read more

## Snakes: A multiplayer console-based game written in C

A game written in ncurses which communicates with a server using Berkeley sockets.

## Multiplayer Tile Game in Java

A simple multiplayer tile game written in Java and HTML.

## MiniLang: An interpreter written in C++

An interpreter for a simple programming language called MiniLang.

## sHML Parser and Normaliser in Haskell

A parser and manipulator of formuae in the safety fragment of the Hennessy-Milner logic which reduces them to normal form, written in Haskell.

## Two-graphs and NSSDs: An Algebraic Approach

Published in Discrete Applied Mathematics, 2018

A two-graph $(\mathscr V, \Delta)$ is a combinatorial entity consisting of a set $\mathscr V$ together with a collection $\Delta$ of unordered triples of elements of $\mathscr V$, such that there exists a graph $G$ with vertex set $\mathscr V$ … Read more

## On Walks and Canonical Double Coverings of Graphs with the Same Main Eigenspace

The relationship between the main eigenvalues of a graph and the number of walks is discussed. The number of walks $N_k$ of length $k$ is expressed solely in terms of the main eigenvalues … Read more

## Synthesising Safety Runtime Enforcement Monitors in μHML

Undergraduate dissertation in computer science, 2019

We consider a subset $\text{sHML}$ of formulæ in the Hennessy-Milner Logic with recursion ($\mu\textrm{HML}$) which are enforcable through suppressions … Read more

## On the Walks and Bipartite Double Coverings of Graphs with the same Main Eigenspace

In press

The main eigenvalues of a graph $G$ are those eigenvalues of the $(0,1)$-adjacency matrix $\mathbf A$ having a corresponding eigenvector not orthogonal to $\mathbf j=(1,\dots,1)$. The CDC of a graph $G$ is the direct product $G\times K_2$ … Read more

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