Historically, buckling has been regarded as a route to failure and structural collapse, and its study has been driven by the need to prevent its catastrophic consequences. However, in recent years, a novel perspective has emerged. The control of buckling, and mechanical instabilities more broadly, has potential to actuate new functionalities in engineered structures. This paradigm shift has also led to the identification of buckling as a means to render functionality in natural systems.
Thu, 30 Oct 2025
16:00 -
17:00
Lecture Room 4
Prime number models and the interval sieve
Kevin Ford
(UIUC)
Abstract
We'll describe connections between probabilistic models for primes,
the Hardy-Littlewood k-tuples conjectures, the distribution of primes in
very short intervals, the interval sieve, and hypothetical Landau-Siegel
zeros of Dirichlet L-functions. We will emphasize the role and limitations
of probabilistic ideas.
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