Successful Personal Statement For Computer Science At Oxford

My first experiences with mathematics throughout school were always enjoyable but not inspiring. While I loved working with maths, and enjoyed representing our school in both the UKMT and Hans Woyda team competitions, I felt that maths could not be the end-in-itself the school syllabus presented it as. As I progressed through secondary education, however, I began to really see it as the powerful tool to understand and structure reality that it is.

The first time I saw that my interpretation of the use of maths had some substance was during a work experience placement I organised at IMSO (International Mobile Satellite Organization). There I encountered some examples of the mathematical and computing problems involved in working with satellites: from the difference between the Euclidean geometry on a map and the Elliptical geometry on a globe, to the logistics of moving satellites around to meet demand while keeping them in orbit. These were problems that demanded much more than mere number crunching, and being exposed to this gave me a taste of what maths beyond school might involve. A second work experience spell at Siemens provided me a much more in-depth view of the important role that communication systems play in keeping a company running efficiently and effectively.

My passion for mathematics and computing was further extended while reading ‘The Magical Maze’ by Ian Stewart. The description of maths as the exploration of a maze of our own creation had an incredibly profound effect on my understanding of what research in mathematics involves. What interested me especially was the visual part of resolving problems, so that they did not rely completely on resolving long calculations. This was close to how I like to understand and explain my ideas in mathematics.

Douglas Hofstadter’s ‘Gödel, Escher, Bach’ gave me a much deeper understanding of the axiomatic systems that make up maths and how parallels can be drawn between different subjects to gain a further understanding of them all. Connected by the theme of Gödel’s Incompleteness Theorem, the author passes through seemingly unrelated topics, such as the problem of consciousness and the mathematics of Zen principles, to explain the theorem. Although not the focus of the book, I have also enjoyed reading the links that are presented between maths and computing; it seems to me that maths is not just related to computing – computing is the physical manifestation of mathematics.

Maths and computing are about describing mental processes in a precise, logical way. The rigour required for mathematical proof leaves little room for subjectivity: something can be proven, disproven or unproven, but this depends completely on the validity of your logic. The idea of being able to extract order from apparent chaos, working through concepts until they click is what I love about these subjects, and what has attracted me to take those as an integral part of my further education.

However passionate I am about my academic studies, I also enjoy being involved in extracurricular activities. As head of mentoring and a prefect, I have improved my organizational abilities working with staff and mentors in developing study programmes for those students requiring extra help. Completing the Duke of Edinburgh bronze award – now working on the silver award – has allowed me to practice and develop my leadership and teamwork skills.

In my spare time I enjoy playing tennis, skiing and swimming; the latter I practice at competition level. I also love travelling, as having spent my childhood in Denmark, Egypt, United Kingdom and Spain has given me a hunger for mixing with different cultures. I like to unwind by playing the piano – I find that the pleasure one derives from making a piece your own is one that few activities can match.

I am thrilled about the prospect of further study in these subjects with some of the leading professors in the fields, and look forward to participating in university life.