Tootfinder

Breaking Universality in the Lower Order Terms in the 1-level and 2-level Density of Holomorphic Cusp Newforms
Lawrence Dillon, Xiaoyao Huang, Say-Yeon Kwon, Meiling Laurence, Steven J. Miller, Vishal Muthuvel, Luke Rowen, Pramana Saldin, Steven Zanetti
https://arxiv.org/abs/2508.21691

Breaking Universality in the Lower Order Terms in the 1-level and 2-level Density of Holomorphic Cusp Newforms
The Katz-Sarnak density conjecture states that, as the analytic conductor $R \to \infty$, the distribution of the normalized low-lying zeros (those near the central point $s = 1/2$) converges to the scaling limits of eigenvalues clustered near 1 of subgroups of $U(N)$. There is extensive evidence supporting this conjecture for many families, including the family of holomorphic cusp newforms. Interestingly, there are very few choices for the main term of the limiting behavior. In 2009, S. J. Mil…

I was downloading Neverwinter and wanted to know its file size. Luckily, I found the answer in a Reddit comment, which saved me a lot of trouble. Sharing this in case anyone on the fediverse happens to be downloading Neverwinter, you never know!
Read more here:

Cheaper NuvaRing scripts
#NuvaRing

The NuvaRing contraceptive is going on the PBS. Here's how that may impact you
Including the NuvaRing on the PBS will slash the cost of contraception for tens of thousands of Australians by around two-thirds.    

Newborns share incubator at Gaza hospital overwhelmed by famine | Gaza | Al Jazeera
https://www.aljazeera.com/video/newsfeed/2025/8/29/newborns-share-incubator-at-gaza-hospital-overwhelmed-by-famine?traffic_source=rss

Nearest matrix with multiple eigenvalues by Riemannian optimization
Vanni Noferini, Lauri Nyman, Federico Poloni
https://arxiv.org/abs/2509.26344 https://a…

Nearest matrix with multiple eigenvalues by Riemannian optimization
Given a square complex matrix $A$, we tackle the problem of finding the nearest matrix with multiple eigenvalues or, equivalently when $A$ had distinct eigenvalues, the nearest defective matrix. To this goal, we extend the general framework described in [M. Gnazzo, V. Noferini, L. Nyman, F. Poloni, \emph{Riemann-Oracle: A general-purpose Riemannian optimizer to solve nearness problems in matrix theory}, Found. Comput. Math., To appear] and based on variable projection and Riemannian optimizatio…

Promis begeistert - Schönbrunn-Turnier: „Kaiserin wäre mitgeritten“ #News #Nachrichten

IAB moves its annual NewFronts up to March from late April/early May and adds a creator upfront called CreatorFronts, scheduled for September 15 (Bill Bradley/Adweek)
https://www.adweek.com/convergent-tv/iab-shifts-newfronts-calendar-adds-creator-upfr…

IAB Shifts NewFronts Calendar, Adds Creator Upfront
The NewFronts are moving to earlier in the year.

Alabama Man Once Barred From Office Is Elected Mayor - The New York Times
https://www.nytimes.com/2025/08/29/us/politics/newbern-alabama-mayor-patrick-braxton.html

Rationality fields of CM modular forms
Kimball Martin
https://arxiv.org/abs/2509.24119 https://arxiv.org/pdf/2509.24119

Rationality fields of CM modular forms
We formulate a conjecture on the finitude of rationality fields (i.e., Fourier coefficient fields) of newforms of bounded degree, and prove this for CM forms assuming a generalized Riemann hypothesis. Then we explicitly determine what quadratic and cubic rationality fields occur for weight 2 CM forms, which is related to classifications of CM abelian varieties of GL(2) type. Several of these fields do not appear in the existing tables of newforms in the LMFDB.