My CV
Experience
2018-2021
Financial Assistant
This has been a summer job I have done over the past few years at Everyone Active, for 6-8 weeks at a time as intern level work. Each summer I worked on a different aspect of the business. I decided to stop after 2021 so I could focus fully on my university studies.
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In 2018 I worked on the payroll migration project the company was undertaking. This involved things like emailing, calling, and generally chasing people up about where they were in the payroll system, whether they still worked there etc. This was my first introduction into a formal work environment, and I gained a lot of useful experience on the soft skills side of things. I learned how to carry myself in that environment, I learned how to always be on time, work in a stressful environment (at the time) and developed basic reporting skills with Excel.
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In 2019 I focused on the
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In 2020 I ...
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In 2021 I ...
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In 2022 I ...
Everyone Active Ltd
Hinckley
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Education
2019 - 2022
The University Of Birmingham
This degree taught me all the basics: Calculus, differential equations, probability and statistics, but also educated me on more advanced topics like option pricing, the Black-Scholes equations. I also learnt about an area that I think will play an important role in the future of finance: network science. My favourite modules over the course of my degree have to be the courses I took on Algebraic and Differential topology, and graph theory. Knowledge wasn't the only thing I gained though, I also developed the ability to think critically, and creatively (believe it or not: creativity in maths!) to solve initially difficult problems. These skills provide the base for me career in quantitative finance.
Mathematics Bsc, 2:1
2022 - 2023
The University Of Birmingham
After I completed my Bachelor's, I decided to stay on for another year and do my Master's, again in Maths. My Master's dissertation taught me how to conduct research, and most importantly how to sift through dozens and dozens of papers and articles on a topic to create a coherent viewpoint, all while not going of the rails and writing an entire book. My Dissertation can be found through the button on the left, but if you don't want to spend your time reading it (understandable) then here is the summary: The two main questions answered are 1) how do the Huzita-Hatori origami axioms work when we have a hyperbolic piece of paper, and 2) how do we create and study network growth models with an inherent hyperbolic shape. I was so fascinated by this project that I have actually continued to add to it. The button on the left takes you to the version submitted in May of 2023.
Mathematics Msci Pass
Tech Stack
Python
Excel
SQL
Power BI
LucidChart
Wix
Languages
English (native)