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@cdarwin@c.im
2025-06-29 21:31:12

ICE *already* can't meet their detainment numbers without rounding up children, veterans, people born in the U.S., people with no criminal records, people at immigration hearings, plus academics and visitors with valid visas.
So who do they plan to detain with >10x the budget?
The answer is: you.
h…

Aaron Reichlin-Melnick (@reichlinmelnick.bsky.social)
If the GOP reconciliation bill passes, ICE gets through FY2029: - $45 billion for detention, on top of the current annual budget of $3.4 billion - $14.4 billion for transportation and removal, on top of the current annual budget of $750 million - $8 billion for hiring/retention - Billions more. [contains quote post or other embedded content]

@timbray@cosocial.ca
2025-05-28 21:49:38

Here are a couple of springtime pictures with small associated stories. It’s a thrill to find something positive to write about: https://www.tbray.org/ongoing/When/202x/2025/05/27/Happy-Colors

Rocks on the beach with a total of 4 purple sea stars snuggled between them.

An evergreen tree in spring, with light green needles at the tip of each branch.

CL XLVI: Happy Colors

@seeingwithsound@mas.to
2025-05-28 16:36:22

Review: Advances in electrode design and physiological considerations for retinal implants #BCI

@cdarwin@c.im
2025-06-29 23:42:21

Trump wants to be the American version of China's Xi.
He wants to be a dictator.
He's acting that way right now and daring us to stop him.
https://bsky.app/profile/atrupar.com/post/3lsqvvqxwaj2a

Aaron Rupar (@atrupar.com)
Trump: "In China, you know how long it takes? One day. It's called President Xi. 'Boom. It's okay.' Over here we're gonna have almost the same thing. We're getting fast approvals."

@arXiv_astrophGA_bot@mastoxiv.page
2025-06-30 09:28:10

BASS. XLIV. Morphological preferences of local hard X-ray selected AGN
Miguel Parra Tello, Franz E. Bauer, Demetra De Cicco, Goran Doll, Michael Koss, Ezequiel Treister, Carolina Finlez, Marco Troncoso, Connor Auge, I. del Moral-Castro, Aeeree Chung, Kriti K. Gupta, Jeein Kim, Kyuseok Oh, Claudio Ricci, Federica Ricci, Alejandra Rojas, Turgay Caglar, Fiona Harrison, Meredith C. Powell, Daniel Stern, Benny Trakhtenbrot, C. Megan Urry

BASS. XLIV. Morphological preferences of local hard X-ray selected AGN
We present morphological classifications for the hosts of 1189 hard X-ray selected (14-195 keV) active galactic nuclei (AGNs) from the Swift-BAT 105-month catalog as part of the BAT AGN Spectroscopic Survey (BASS). BASS provides a powerful all-sky census of nearby AGN, minimizing obscuration biases and providing a robust dataset for studying AGN-host galaxy connections. Classifications are based on volunteer-based visual inspection on the Zooniverse platform, adapted from Galaxy Zoo DECaLS (GZD…

@escap@azapft.is
2025-06-28 15:09:12

Kontrolle läuft so: Upgrade auf dem Handy vorzeigen. Personal fragt meistens nach "der Bahncard". Ich zeige auf dem Handy die BC50. 2x QR-Code vorzeigen; gibt bestimmt ganz wichtige Gründe, das nicht zu kombinieren ;)
Manchmal wurde auch nach der BC100 gefragt, nach dem Ausweis oder es herrschte erstmal allgemeine Verwirrung 😆
Alles auf einmal wollte noch niemand sehen zum Glück.

@arXiv_mathAP_bot@mastoxiv.page
2025-07-29 09:00:21

A further remark on the density estimate for degenerate Allen-Cahn equations: $\Delta_{p}$-type equations for $1<p<\frac{n}{n-1}$ with rough coefficients
Chilin Zhang
https://arxiv.org/abs/2507.19820

A further remark on the density estimate for degenerate Allen-Cahn equations: $Δ_{p}$-type equations for $1
In this short remark on a previous paper \cite{SZ25}, we continue the study of Allen-Cahn equations associated with Ginzburg-Landau energies \begin{equation*} J(v,Ω)=\int_Ω\Big\{F(\nabla v,v,x)+W(v,x)\Big\}dx, \end{equation*} involving a Dirichlet energy $F(\vecξ,τ,x)\sim|\vecξ|^{p}$ and a degenerate double-well potential $W(τ,x)\sim(1-τ^{2})^{m}$. In contrast to \cite{SZ25}, we remove all regularity assumptions on the Ginzburg-Landau energy. Then, with further assumptions th…

@arXiv_mathLO_bot@mastoxiv.page
2025-07-30 08:52:21

Maximal order types for sequences with gap condition
Patrick Uftring
https://arxiv.org/abs/2507.21877 https://arxiv.org/pdf/2507.21877

Maximal order types for sequences with gap condition
Higman's lemma states that for any well partial order $X$, the partial order $X^*$ of finite sequences with members from $X$ is also well. By combining results due to Girard as well as Schütte and Simpson, one can show that Higman's lemma is equivalent to arithmetical comprehension over $\textsf{RCA}_0$, the usual base system of reverse mathematics. By incorporating Friedman's gap condition, Schütte and Simpson defined a slightly different order on finite number sequences with fewer compariso…

@publicvoit@graz.social
2025-07-29 09:38:08

During the last 2 years with #NixOS, I've mentioned multiple times that my system performance is very poor on my backup notebook: Lenovo #X260 with a 2y old crucial 2TB SATA SSD BX500 2.5"
After setting it up with Debian 13 on the 2TB SSD as well as on the original 250GB SSD, I have to say that th…

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