Tootfinder

Dallas Cowboys sign second-round pick Marshawn Kneeland following minicamp https://www.yardbarker.com/nfl/articles/dallas_cowboys_sign_second_round_pick_marshawn_kneeland_following_minicamp/s1_17236_404…

Dallas Cowboys sign second-round pick Marshawn Kneeland following minicamp
The Dallas Cowboys sealed the deal on the last of the 2024 draftees this week, inking rookie Marshawn Kneeland to a four-year deal on Tuesday. Kneeland’s was the final signature the team needed after mandatory minicamp wrapped up last week. The other seven rookies signed their deals before rookie minicamp last month. Per Spotrac, Kneeland is expected to earn $6.79 million over his first four seasons, or just shy of $1.7 million per year. His deal comes with a signing bonus estimated at $1.75 …

Just looked at that “vitals” feature that the upcoming Apple Watch OS will have: Apparently it'll be based on if 2 of your physiological metrics are outside the 'normal' range.
This seems like a good validation of my own "heuristic" approach that I made back in December 2022 (I’ve written up here later): #personalscience wiki here: #quantifiedself

Yesterday's evening hike... grand & far views, and looking much warmer than it was...
#LandscapePhotography #NaturePhotography #Photography

I'm sure there's a technical reason, but when searching followers/following lists within Ivory, I feel that it should actually search the list irrespective of whether I've scrolled through the whole thing! 😩

Just a reminder that the extreme right is using toxic masculinity as a way to recruit young men.
While we can easily blame men for being toxic, I don't think it will fix much. We need to create a narrative that speaks to men that feel lost. One that's different than all the toxic shit that's so effective on these guys right now.
There's legions of young men feeling left behind by society, and we need to make sure they don't feel that way before things get ugl…

Habt ihr euch schon mal gewundert, weshalb man an einem einzölligen Rohr nirgends so richtig einen Zoll = 25,4 mm messen kann? Das liegt daran, dass ein solches Rohr nirgendwo mehr einen Zoll als Durchmesser hat, sondern was historisch gewachsen anderes: https://www.gewinde-normen.de/zoll-rohr.ht

🫁 Immune Response to Respiratory Viral Infections
#medicine

Immune Response to Respiratory Viral Infections
The respiratory system is constantly exposed to viral infections that are responsible for mild to severe diseases. In this narrative review, we focalized the attention on respiratory syncytial virus (RSV), influenza virus, and severe acute respiratory syndrome-coronavirus-2 (SARS-CoV-2) infections, responsible for high morbidity and mortality in the last decades. We reviewed the human innate and adaptive immune responses in the airways following infection, focusing on a particular population: n…

How emulsified droplets induce the bursting of suspended films of liquid mixtures
L\'ea Delance (SIMM, PIC, PERL), Enric Santanach-Carreras (PERL, PIC), Nicolas Passade-Boupat (PERL, PIC), Fran\c{c}ois Lequeux (SIMM, PIC), Laurence Talini (SVI), Emilie Verneuil (SIMM, PIC)
https://arxiv.org/abs/2406.06169

How emulsified droplets induce the bursting of suspended films of liquid mixtures
Emulsion droplets of silicone oil (PDMS) are widely used as antifoaming agents but, in the case of non-aqueous foams, the mechanisms responsible for the bursting of the films separating the bubbles remain unclear. We consider a ternary non-aqueous liquid mixture in which PDMS-rich microdroplets are formed by spontaneous emulsification. In order to quantitatively assess the effect of the emulsified microdroplets, we measure the lifetime of sub-micrometer-thick suspended films of these emulsions …

Note on the asymptotic of the auxiliary function
Juan Arias de Reyna
https://arxiv.org/abs/2406.06066 https://arxiv.org/pdf/2406.0606…

Note on the asymptotic of the auxiliary function
To define an explicit regions without zeros of $\mathop{\mathcal R}(s)$, in a previous paper we obtained an approximation to $\mathop{\mathcal R}(s)$ of type $f(s)(1+U)$ with $|U|< 1$. But this $U$ do not tend to zero when $t\to+\infty$. In the present paper we get an approximation of the form $f(s)(1+o(t))$. We precise here Siegel's result, following his reasoning. This is essential to get the last Theorems in Siegel's paper about $\mathop{\mathcal R}(s)$.

This https://arxiv.org/abs/2405.05902 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

The largest subgraph without a forbidden induced subgraph
We initiate the systematic study of the following Turán-type question. Suppose $Γ$ is a graph with $n$ vertices such that the edge density between any pair of subsets of vertices of size at least $t$ is at most $1 - c$, for some $t$ and $c > 0$. What is the largest number of edges in a subgraph $G \subseteq Γ$ which does not contain a fixed graph $H$ as an induced subgraph or, more generally, which belongs to a hereditary property $\mathcal{P}$? This provides a common generalization of two r…