Mathematics

Antonio Pedro Ramos examines point-evaluation bounds for integrable functions of spherical exponential type in the multivariable Paley–Wiener space. Radial extremizers connect the problem to a weighted space in one variable. The talk establishes a third-order linear differential equation with polynomial coefficients in every dimension, extending the previously known odd-dimensional result. It also develops interpolation and reciprocal identities using the extremizer’s zeros. The research is joint work with Felipe Gonçalves and Danylo Radchenko.

Leonid Berlyand discusses mathematical models for the onset of cell motion driven by myosin contraction. A two-dimensional free-boundary PDE model links cell-shape evolution to diffusion and Keller–Segel-type transport. The talk examines linear stability, a stability-determining eigenvalue and the way nonlinear diffusion changes the bifurcation from supercritical to subcritical. It also considers the curvature of the bifurcation curve, connections to bistability, and the role of non-self-adjoint operators. An example illustrates why a spectral gap alone need not guarantee stability. This is an in-person Analysis of Fluids and Related Topics seminar at Princeton.

The Institute for Advanced Study's School of Natural Sciences convenes mathematicians and physicists working on Liouville theory for a three-day workshop spanning its spacelike, timelike and related formulations. Andreas Blommaert and Beatrix Muehlmann organize the programme at Rubenstein Commons, and the official event page states that drop-in attendance is welcome.

Ivo Düntsch presents an algebraic treatment of the ternary betweenness relation familiar from geometry. The talk introduces betweenness algebras and the logic K^#, which uses two complementary binary modalities. Its algebraic models are Boolean algebras equipped with two binary modal operators linked by a connecting condition. This extends unary mixed logic and increases the expressive power of classical modal logic. The presentation develops properties of these structures from joint work with R. Gruszczyński and P. Menchón at Nicolaus Copernicus University. Online via Chapman University GALAI Zoom. Wednesday 30 September 2026, 14:30 PDT (America/Los_Angeles; UTC−7). Use the current Zoom link at the top of the organizer’s seminar page. Organized by Peter Jipsen at Chapman’s Center of Excellence in Computation, Algebra and Topology. The usual seminar slot ends at 15:45; no event-specific end time is given. This listing advertises the remote option.

Supports established institutes and research centers in mathematics and the physical sciences to strengthen contacts within the international scientific community; up to $750,000 (inclusive of 20% indirect costs) over a three-year award period, with up to ten grants each year.

The Simons Foundation invites proposals to organize new symposium series in mathematics and theoretical physics, including theoretical computer science. Selected series may comprise up to three weeklong meetings with travel, lodging, and meals covered for participants, creating sustained time for collaboration on timely research problems.

Sabbatical fellowship providing salary replacement (up to 50% of academic-year salary, capped at $125,000) plus up to $10,000 in leave-related expenses so mathematicians can extend a sabbatical term to a full academic year; maximum total budget $162,000 including 20% overhead.

NSF support for interdisciplinary collaborations developing mathematical and theoretical foundations for explainable, reliable, sustainable and trustworthy artificial intelligence.

Antonio Ocello tests the idea that heavy-tailed noise improves diffusion and flow-based generative models by matching heavy-tailed data and encouraging diverse samples. Replacing Gaussian noise also changes the estimation task. A combined theoretical and experimental study derives sampling-error bounds for representative heavy- and light-tailed diffusion models, finding that heavy-tailed noise makes statistical estimation harder and produces less favourable bounds. Experiments with synthetic and real data recover the predicted trade-off. The results question whether heavy-tailed initialization reliably improves exploration of rare regions. This is joint work with Hamza Cherkaoui and Hélène Halconruy. Online via Microsoft Teams. Friday 2 October 2026 at 15:30 CEST / 13:30 UTC / 14:30 BST (Europe/Paris). Follow the Microsoft Teams link beneath this occurrence on the seminar page; the public route offers browser or app access. Ocello is affiliated with ENSAE Paris. Organized by GAMEX — Generative AI Modeling for Extreme Events, with GLE²N and CIRCE support; the series welcomes scientific exchange beyond the network.

Ivo Düntsch presents an algebraic treatment of the ternary betweenness relation familiar from geometry. The talk introduces betweenness algebras and the logic K^#, which uses two complementary binary modalities. Its algebraic models are Boolean algebras equipped with two binary modal operators linked by a connecting condition. This extends unary mixed logic and increases the expressive power of classical modal logic. The presentation develops properties of these structures from joint work with R. Gruszczyński and P. Menchón at Nicolaus Copernicus University. Online via Chapman University GALAI Zoom. Wednesday 30 September 2026, 14:30 PDT (America/Los_Angeles; UTC−7). Use the current Zoom link at the top of the organizer’s seminar page. Organized by Peter Jipsen at Chapman’s Center of Excellence in Computation, Algebra and Topology. The usual seminar slot ends at 15:45; no event-specific end time is given. This listing advertises the remote option.

Qihao Ye examines practical, affordable ways for individual mathematicians to use AI in literature searches, proof development and verification. The talk identifies seven recurring failure modes and introduces the open-source QED multi-agent system designed to address them. A case study on constructing Carleman weights for wave equations on the half-line shows how automated search can be combined with a researcher’s mathematical insight and rigorous checking. The organizer links both the implementation and the accompanying research paper. Online via Rutgers DIMACS Zoom. Wednesday 23 September 2026, 10:00–11:00 EDT (America/New_York; UTC−4). Use the Zoom link and passcode on the official event page. Organized by the DIMACS AI and Mathematics Seminar. This listing advertises the verified remote attendance option.

Leonid Berlyand discusses mathematical models for the onset of cell motion driven by myosin contraction. A two-dimensional free-boundary PDE model links cell-shape evolution to diffusion and Keller–Segel-type transport. The talk examines linear stability, a stability-determining eigenvalue and the way nonlinear diffusion changes the bifurcation from supercritical to subcritical. It also considers the curvature of the bifurcation curve, connections to bistability, and the role of non-self-adjoint operators. An example illustrates why a spectral gap alone need not guarantee stability. This is an in-person Analysis of Fluids and Related Topics seminar at Princeton.