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  • Congratulations to 10 Hamilton faculty members who were approved for tenure at the March meeting of the Board of Trustees. They include Nadya Bair (art history), Charlotte Botha (music), Clark Bowman (mathematics and statistics), Anna Huff (digital arts), Amy Koenig (classics), Heather Kropp (environmental studies), Jack Martinez Arias (Hispanic studies), Arathi Menon (art history), Mahala Stewart (sociology), and Michael Welsh (chemistry).

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  • Four Hamilton seniors are finalists for the 2026-27 Thomas J. Watson Fellowship, a national fellowship awarded to seniors from select colleges “for purposeful, independent exploration outside the United States.”

  • Big — in fact GREAT — Names on campus. Student research with a practical use. Memorable seasons for the Continentals. Check out our most popular stories from 2025.

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  • “Everything I Need to Know About Polygons I Learned from My Pre-Kindergartner,” by Associate Professor of Mathematics Courtney Gibbons, was recently published as a “Featured Column” on the American Mathematical Society (AMS) website.

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  • This summer, Levitt Center student researchers Luke Hanson ’26, Delaney Patterson ’26, Samuel Low ’28, and Ton Somnug ’27 joined forces with Griffiss Institute CEO and Hamilton alumna Heather Hage ’02 to investigate the holistic impact of federal spending on the local economy. In November, the Griffiss Institute released findings from the research study.

  • “Generalized Quandle Polynomials and Their Applications to Stuquandles, Stuck Links, and RNA Folding,” co-authored by Associate Professor of Mathematics José Ceniceros, Ekaterina Bondarenko ’25, and colleagues at the University of South Florida (USF), was recently published in Open Mathematics.

  • When tsunamis inundate the land or wildfires leave nothing but ash, even insurance companies feel the crushing weight of disasters. In these scenarios, insurance companies rely on reinsurance — the insurance for insurers that helps them weather the storm during rare mass claims incidents. This summer, Peter Dillman ’26 worked at Gallagher Reinsurance Brokers, applying his mathematics background to real-world scenarios.

  • “Banach algebras of sequences of generalized bounded variation,” co-authored by Robert Kantrowitz ’82, the Marjorie and Robert W. McEwen Professor of Mathematics, was recently published in the research journal Archiv der Mathematik.

  • Through Emerson Foundation Grants and Levitt Summer Research Fellowships, Hamilton students forge their own research paths. Explore what three summer grantees said about the inspiration and significance of their projects.

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  • With 26 locations needing a different number of food pallets each day — and 10 trucks each with their own capacity limits — designing an efficient route had been an arduous task for the Food Bank of Central New York (FBCNY). That’s where Hughes “Hugh” Williams ’26 came in. This summer he created an algorithm that can determine each day’s optimal route within seconds.

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