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Upright (Puppy Love) Lullaby - #PianoImprov #NowPlaying https://muz4now.com/2021/upright-puppy

Upright (Puppy Love) Lullaby - #PianoImprov #NowPlaying
Stan Stewart - @muz4now

#Regenwald.org #Brasilien: Präsident Lula, legen Sie Ihr Veto ein! Stoppen Sie das Gesetz zur Umweltzerstörung
https://

#petition Brasilien: Präsident Lula, legen Sie Ihr Veto ein! Stoppen Sie das Gesetz zur Umweltzerstörung
Das brasilianische Parlament will mit dem Gesetz PL 2.159/2021 den Umwelt- und Regenwaldschutz massiv schwächen. Unternehmen sollen sich künftig selbst Umweltlizenzen für Projekte erteilen. Bitte fordern Sie Präsident Lula auf, dieses zerstörerische Gesetz mit seinem Veto zu stoppen!

Can Quantum Physics Help Fight Climate Change? A Thematic Analysis of Press Release Narratives
Maxwell Bernstein, Joanna Krajewski, Rachel Fisher
https://arxiv.org/abs/2507.13600 …

Can Quantum Physics Help Fight Climate Change? A Thematic Analysis of Press Release Narratives
The climate crisis demands innovative solutions and quantum technologies are considered by some a potential solution (Berger et al., 2021; Calvin et al., 2023). The United Nations declared 2025 the International Year of Quantum Science and Technology (United Nations, 2024), focusing on applications for quantum technologies. Quantum technologies, leveraging quantum mechanics, offer unprecedented computational power (Ajagekar & You, 2022) and sensitivity (Schleich et al., 2016) that could revolut…

Byron Allen settles with McDonald's over his $10B 2021 lawsuit accusing the fast food chain of racial stereotyping in its ads budget; terms were not disclosed (Jonathan Stempel/Reuters)
https://www.reuters.com/sus…

Browns' Myles Garrett wants to add Steelers' Aaron Rodgers to his Halloween graveyard https://www.nytimes.com/athletic/6416668/2025/06/10/myles-garrett-aaron-rodgers-browns-steelers/

fab interview with @… guitarist dm hotep about building the wildly cool/expansive ghost horizons project around marshall allen & collaborators. https://pos…

Resonances: A Conversation with DM Hotep on Marshall Allen’s Ghost Horizons - PostGenre
In a 2021 interview, Henry Threadgill noted his belief that “[Marshall Allen] should have the highest award that can be bestowed on any artist for performing one-nighters at age 97. They should make up an award for such a person… he’s going unrecognized. It is a travesty. Can you imagine doing one-nighters at 97 years

Anzahl der errichteten #Balkonkraftwerke pro Jahr in #Deutschland mit Stand vom 10.07.2025.
Unplausible Inbetriebnahmedaten von 1900 bis 2015 wurden durch das Registrierungsdatum der #Steckersolaranlage

Le Dalai-Lama et son manque de discernement : En 1998, il était au courant des procédures juridiques contre la OKC. Découvrez plus d'informations ici :
https://okcinfo.chardonsbleus.org/2021/individus/…

Zohran Mamdani received 545,334 votes in RCV tally. That's 135% of Eric Adams' 2021 primary vote.
Mamdani's proven primary voters would make a 48% share of those who turned out in the 2021 general election.
https://enr.boenyc.gov/rcv/026916_1.html

For more than a century, putrid fumes emanated from
the “sewer of the Ruhr”,
creating a pungent whiff that assaulted towns throughout Germany’s industrial heartland.
But today, the Emscher bears little resemblance to Europe’s dirtiest river.
Water that used to be fouled by factory waste and human excrement have been free from effluent since 2021.
The river system, the main part of which was once considered biologically dead, is witnessing the return of an abun…

Refuting Perfect Matchings in Spectral Expanders is Hard
Ari Biswas, Rajko Nenadov
https://arxiv.org/abs/2506.07700 https://arxiv.org…

Refuting Perfect Matchings in Spectral Expanders is Hard
This work studies the complexity of refuting the existence of a perfect matching in spectral expanders with an odd number of vertices, in the Polynomial Calculus (PC) and Sum of Squares (SoS) proof system. Austrin and Risse [SODA, 2021] showed that refuting perfect matchings in sparse $d$-regular \emph{random} graphs, in the above proof systems, with high probability requires proofs with degree $Ω(n/\log n)$. We extend their result by showing the same lower bound holds for \emph{all} $d$-regul…

This https://arxiv.org/abs/2501.13881 has been replaced.
link: https://scholar.google.com/scholar?q=a

The machine learning platform for developers of large systems
The machine learning system in the form of Retrieval Augmented Generation (RAG) has developed steadily since about 2021. RAG could be observed as a version of the knowledge transfer. In the studied case, the large computing systems are observed as the application point of RAG, which includes large language model (LLM), as a partner for the developing team. Such an approach has advantages during the development process and further in exploitation time.

A three-step approach to reliably estimate magnetic field strengths in star-forming regions
Aristeidis Polychronakis, Aris Tritsis, Raphael Skalidis, Konstantinos Tassis
https://arxiv.org/abs/2507.06297

A three-step approach to reliably estimate magnetic field strengths in star-forming regions
The magnetic field is known to play a crucial role in star formation. Dust polarization is an effective tool for probing the morphology of the field, yet it does not directly trace its strength. Several methods have been developed, combining polarization and spectroscopic data, to estimate the strength of the magnetic field, including the DCF method, which relates these quantities to the magnetic-field strength under the assumption of Alfvénic turbulence. Skalidis & Tassis (2021) (ST), relaxed…

Mildly interesting: Der #Gasspeicher #Rehden ist wieder leer. Zuletzt passierte das 2021/2022 unter Gazprom und quasi-Russischer Kontrolle. Aktuell gäbe es Angebot, Preise sind etwa auf Vorjahresniveau. Wäre interessant zu wissen, warum der aktuelle Betreiber den Sommer nicht fürs Nachf…

Kumulativer Zubau von #Balkonsolarleistung in #Deutschland mit Stand vom 10.07.2025.
Die summarische Leistung aller offiziell registrierten #Steckersolaranlagen beträgt…

Counting distinct (non-)crossing substrings
Haruki Umezaki, Hiroki Shibata, Dominik K\"oppl, Yuto Nakashima, Shunsuke Inenaga, Hideo Bannai
https://arxiv.org/abs/2506.22728

Counting distinct (non-)crossing substrings
Let $w$ be a string of length $n$. The problem of counting factors crossing a position - Problem 64 from the textbook ``125 Problems in Text Algorithms'' [Crochemore, Leqroc, and Rytter, 2021], asks to count the number $\mathcal{C}(w,k)$ (resp. $\mathcal{N}(w,k)$) of distinct substrings in $w$ that have occurrences containing (resp. not containing) a position $k$ in $w$. The solutions provided in their textbook compute $\mathcal{C}(w,k)$ and $\mathcal{N}(w,k)$ in $O(n)$ time for a single positi…