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Undergraduate Researcher

SMALL REU, Williams College

Worked on multiple research projects, including: developing a novel, structurally distinct variant of the Zeckendorf Game; significantly improving the algorithm for Zeckendorf vector decomposition; formulating a new additive uncertainty principle and substantially strengthening recovery conditions for missing signal frequencies; and implementing and analyzing a novel setup for a signal recovery problem that outperforms existing approaches.

• Signal Recovery
• Fourier Analysis
• Zeckendorf Games
• Zeckendorf Lattices

BA

Williams College

Mathematics and Chinese

• Functional Analysis
• Commutative Algebra
• Mathematical Modeling

Nature by Numbers

Fibonacci Quarterly

Exploring mathematical patterns in nature through the lens of Fibonacci sequences and related structures.