厂耻辫别谤惫颈蝉辞谤蝉:听
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Working thesis:
Intersections of Longest Paths in Apollonian Networks.
Using various proof methods, we investigate the unsolved problem of whether every three longest paths in an Apollonian network intersect at a common vertex.
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Research interests:
Graph theory and formal logic, with a focus on substructural logics and their proof theory.
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Academic history:
I started my academic journey at the 茄子视频app官网 through the University's STAR program. I then enrolled at the 茄子视频app官网 in 2021 and completed my first degree鈥揳 Bachelor of Science with a major in Mathematics and minors in Computer Science and Philosophy鈥搃n 2023. I went on to complete a Bachelor of Science with Honours in Mathematics and Philosophy in 2024, during which I wrote my thesis 鈥淟ogics Without Exchange鈥 under the supervision of Dr. Jack Copeland. Later that year, I began my ongoing Master鈥檚 of Science thesis in Mathematics with Dr. Jeanette McLeod and Dr. Phil Wilson.
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Professional history:
I currently work as a research assistant for Maths Craft NZ and as a tutor for the University鈥檚 School of Mathematics and Statistics and Pacific Development Team. Outside of the university, I volunteer weekly at an adult literacy and numeracy class and work as a substitute Future Problem Solving coach at Cashmere High School.
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