Tootfinder

One evening in early 1976, a bushy-haired Jeffrey Epstein
showed up for an event at an art gallery in Midtown Manhattan.
Epstein was a math and physics teacher at the city’s prestigious Dalton School,
and the father of one of his students had invited him.
Epstein initially demurred, saying he didn’t go out much, but eventually relented.
It would turn out to be one of the most fateful decisions he ever made.
At the gallery, Epstein bumped into another Dalton…

The Untold Story of How Jeffrey Epstein Got Rich
For years, rumors swirled about where his wealth came from. A Times investigation reveals the truth of how a college dropout clawed his way to the pinnacle of American finance and society.

Multiscale analysis of large twist ferroelectricity and swirling dislocations in bilayer hexagonal boron nitride
Md Tusher Ahmed, Chenhaoyue Wang, Amartya S. Banerjee, Nikhil Chandra Admal
https://arxiv.org/abs/2510.01419

Multiscale analysis of large twist ferroelectricity and swirling dislocations in bilayer hexagonal boron nitride
With its atomically thin structure and intrinsic ferroelectric properties, heterodeformed bilayer hexagonal boron nitride (hBN) has gained prominence in next-generation non-volatile memory applications. However, studies to date have focused almost exclusively on small heterodeformations, leaving the question of whether ferroelectricity can persist under large heterodeformation entirely unexplored. In this work, we establish the crystallographic origin of ferroelectricity in bilayer hBN configur…

Panthers 1st-round pick, Eagles SB champ projected as potential Cowboys acquisitions https://cowboyswire.usatoday.com/story/sports/nfl/cowboys/2025/09/24/cowboys-rumors-xavier-legette-trade-cj-gardn…

A Mathematical Framework for Quantifying Nonlinear Uncertainty Propagation in Eddy Identification Criteria
Charlotte Moser, Nan Chen, Stephen Wiggins
https://arxiv.org/abs/2510.01209

A Mathematical Framework for Quantifying Nonlinear Uncertainty Propagation in Eddy Identification Criteria
Ocean eddies are swirling mesoscale features that play a fundamental role in oceanic transport and mixing. Eddy identification relies on diagnostic criteria that are inherently nonlinear functions of the flow variables. However, estimating the ocean flow field is subject to uncertainty due to its turbulent nature and the use of sparse and noisy observations. This uncertainty interacts with nonlinear diagnostics, complicating its quantification and limiting the accuracy of eddy identification. I…