معرفی
Tyler Genao is a Zassenhaus Assistant Professor (postdoc) at the Ohio State University. He completed his PhD in 2023 at the University of Georgia under advisor Pete L. Clark. His research focuses on Number Theory and Arithmetic Geometry, with emphasis on elliptic curves, modular forms, and algebraic structures. His work explores topics like torsion bounds, isogeny classes, and modular curves.
Recent research trends include studying torsion subgroups of elliptic curves over number fields, properties of Shimura curves, and computational approaches to non-unitary partitions. His articles often intersect algebraic geometry and number theory, addressing questions in arithmetic dynamics and Galois representations. No awards or grants are explicitly mentioned in the provided text.
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