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A new paper sharpens the connection between combinatorics and deep categorical invariants of toric varieties, giving concrete, checkable cri
A team of number theorists has taken a significant step toward understanding how certain subtle arithmetic invariants change as one moves th
A new paper on the arXiv by Pat Lank (arXiv:2610.22161v1, posted October 16, 2026) proves a clean criterion for a structural property of cer
Mathematicians have long been fascinated by minimal submanifolds: higher‑dimensional analogues of soap films that locally minimize area. Whi
Researchers are increasingly using large language models (LLMs) to assign numeric scores to social and psychological constructs in text — fo
A pair of researchers at Khalifa University have shown that a reduced radial model of a charged, spinless particle in aligned static electri
A pair of number theorists has adapted and extended a strand of classical algebraic number theory into the world of function fields, giving
A new mathematical study gives rigorous control over how random heat-like processes develop extreme, spike-like behavior when they run on hi
Researchers at North Carolina State University have proposed a new way to tackle a long‑standing bottleneck in global optimization: how to f
A pair of category theorists has taken a classical decomposition principle from module theory and recast it in a much more general categoric