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One hot topic for every team at the 2026 NFL combine: Quarterback contracts, Kelce's future https://www.nytimes.com/athletic/7063486/2026/02/23/nfl-combine-team-future-question-quarterback-draft/
One hot topic for every team at the 2026 NFL combine: Quarterback contracts, Kelce's future https://www.nytimes.com/athletic/7063486/2026/02/23/nfl-combine-team-future-question-quarterback-draft/
One hot topic for every team at the 2026 NFL combine: Quarterback contracts, Kelce's future https://www.nytimes.com/athletic/7063486/2026/02/23/nfl-combine-team-future-question-quarterback-draft/
I've started telling people that the biggest change websites can make in terms of improving environmental sustainability, is to use clear, semantically rich, text mark-up along with well specced public APIs.
This will reduce, to some unknown aggregate, the amount of power and resources used by current and future agentic systems when interacting with them.
The UK's Future acquires social-first publisher Sheerluxe and Blush Talent MGMT for an initial £39.9M, rising by an additional £40M based on performance (Dominic Ponsford/Press Gazette)
https://pressgazette.co.uk/news/future-plc-buys-beauty-and…
Hundreds of thousands of people have taken part in rallies around the world
to show their solidarity with anti-government demonstrators in Iran
whose continued protests have been met with brutal and deadly repression.
On Saturday, Reza Pahlavi, the exiled son of Iran’s last shah,
addressed a crowd of 200,000 people in Munich,
telling them he was ready to lead the country to a “secular democratic future”.
Pahlavi urged Iranians at home and abroad to continu…
From Proposal to Passage: Enacted U.S. AI Laws, 2023–2025
https://fpf.org/blog/from-proposal-to-passage-enacted-u-s-ai-laws-2023-2025/
@…
Bright Fractional Single and Multi-Solitons in a Prototypical Nonlinear Schr{\"o}dinger Paradigm: Existence, Stability and Dynamics
Robert J. Decker, A. Demirkaya, T. J. Alexander, P. G. Kevrekidis
https://arxiv.org/abs/2602.17175 https://arxiv.org/pdf/2602.17175 https://arxiv.org/html/2602.17175
arXiv:2602.17175v1 Announce Type: new
Abstract: In the present work we explore features of single and pairs of solitary waves in a fractional variant of the nonlinear Schr{\"o}dinger equation. Motivated by the recent experimental realization of arbitrary fractional exponents, upon quantifying the tail properties of such coherent structures, we detail their destabilization when the fractional exponent $\alpha$ acquires values $\alpha<1$ and showcase how the relevant destabilization is associated with collapse type phenomena. We then turn to in- and out-of-phase pairs of such waveforms and illustrate how they generically exist for arbitrary $\alpha$ when we cross the harmonic limit, i.e., for $\alpha>2$. Importantly, we use the parameter $\alpha$ as a ``bifurcation parameter'' in order to connect the harmonic ($\alpha=2$) and biharmonic ($\alpha=4$) limits. Remarkably, not only do we retrieve the instability of all solitonic pairs in the biharmonic case, but showcase a stabilization feature of particular branches of such multipulses that is {\it unique} to the fractional case and does not arise -- to our knowledge -- for integer multi-pulse settings. We explain systematically this stabilization via spectral analysis and expand upon the implications of our results for the potential observability of fractional multipulse solitary waves.
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