معرفی
Stephanie Chan is a Researcher at the Institute of Science and Technology Austria (ISTA), affiliated with the Browning Group. Previously, she held postdoctoral positions at SLMath (MSRI) in the Diophantine Geometry program (2023) and the University of Michigan (2020–2022). She earned her PhD in 2020 from University College London under Andrew Granville's supervision, with a focus on arithmetic statistics and number theory.
Her research concentrates on number theory, particularly arithmetic statistics, elliptic curves, class groups, and Diophantine equations. Notable contributions include studies on torsion bounds in class groups, integral points on algebraic varieties, and properties of elliptic curves. Her work often intersects with algebraic geometry and analytic number theory.
Key trends in her publications include investigations into elliptic curve torsion, Szpiro ratios, and the distribution of integral points across various curves. She frequently collaborates with experts like Tim Browning and Peter Koymans, addressing foundational questions in arithmetic statistics and Diophantine geometry.
Chan holds a MMath degree from the University of Cambridge (2016), with a dissertation on zeta functions of curves. Her research is supported by institutions like the Simons Foundation, and she maintains active profiles on arXiv, ORCID, and Google Scholar.
Her affiliation with the Browning Group at ISTA positions her at the forefront of current developments in number theory, with ongoing work likely exploring deeper connections between arithmetic statistics and geometric structures.
