Tootfinder

WeAct fordert mehr Agroforst, da gibt es aktuell tatsächlich noch Förderlücken, vor allem bei den Initialen Investitionen. Dort könnte eine passende Förderung einiges erreichen.
Gegen Wassermangel: Bäume und Hecken auf die Äcker!
https://weact.campact.de/petitions/geg

Gegen Wassermangel: Bäume und Hecken auf die Äcker!
💧🌳 Wassermangel, Hitzestress, Bodenerosion – unsere Äcker brauchen mehr Schatten und Wasser! Darum: Hecken und Bäume aufs Feld! Unterschreibe jetzt die WeAct-Petition für Agroforstsysteme in der Landwirtschaft. 👉 https://weact.campact.de/p/wassermangel #Agroforst #Klimaanpassung #Wasserschutz #Landwirtschaft #Petition

ich habe gerade die Petition 'Gegen Wassermangel: Bäume und Hecken auf die Äcker!' auf WeAct unterschrieben und würde mich sehr freuen, wenn weitere mitmachen
Hier könnt ihr mehr erfahren und unterzeichnen:

Gegen Wassermangel: Bäume und Hecken auf die Äcker!
💧🌳 Wassermangel, Hitzestress, Bodenerosion – unsere Äcker brauchen mehr Schatten und Wasser! Darum: Hecken und Bäume aufs Feld! Unterschreibe jetzt die WeAct-Petition für Agroforstsysteme in der Landwirtschaft. 👉 https://weact.campact.de/p/wassermangel #Agroforst #Klimaanpassung #Wasserschutz #Landwirtschaft #Petition

Best bounds for the dual Hardy operator minus identity on decreasing functions
Achraf Ben Said, Gord Sinnamon
https://arxiv.org/abs/2507.02290 https://

Best bounds for the dual Hardy operator minus identity on decreasing functions
The distance from the identity operator $I$ to $H^*$, the dual of the Hardy averaging operator, is studied on the cone of nonnegative, nonincreasing functions in Lebesgue space. The exact value is obtained. Optimal lower bounds are also given for difference, $H^*-I$, of these two operators acting on the same cone. A positive answer is given to a conjecture made in ``The norm of Hardy-type oscillation operators in the discrete and continuous settings'' by A. Ben Said, S. Boza, and J. Soria. Prep…

Probing Quantum Spin Systems with Kolmogorov-Arnold Neural Network Quantum States
Mahmud Ashraf Shamim, Eric Reinhardt, Talal Ahmed Chowdhury, Sergei Gleyzer, Paulo T Araujo
https://arxiv.org/abs/2506.01891

Probing Quantum Spin Systems with Kolmogorov-Arnold Neural Network Quantum States
Neural Quantum States (NQS) are a class of variational wave functions parametrized by neural networks (NNs) to study quantum many-body systems. In this work, we propose SineKAN, the NQS ansatz based on Kolmogorov-Arnold Networks (KANs), to represent quantum mechanical wave functions as nested univariate functions. We show that \sk wavefunction with learnable sinusoidal activation functions can capture the ground state energies, fidelities and various correlation functions of the 1D Transverse-F…

Bifurcation in optimal retirement
Bushra Shehnam Ashraf, Thomas S. Salisbury
https://arxiv.org/abs/2506.02155 https://arxiv.org/pdf/2…

Bifurcation in optimal retirement
We study optimal consumption and retirement using a Cobb-Douglas utility and a simple model in which an interesting bifurcation arises. With high wealth, individuals plan to retire. With low wealth they plan to never retire. At a critical level of initial wealth they may choose to defer this decision, leading to a continuum of wealth trajectories with identical utilities.

Da haben wir ja alle Glück gehabt, dass die meisten Leute in Pflegeheimen Harnwegsinfekte haben, sonst hätte man am Ende noch Luftfilter einbauen müssen https://social.pmj.rocks/@chgovnewsde/114708310202639288

Celebrating 10 Years of EaPConnect! 🎉
For a decade, EaPConnect has empowered universities, research institutions, and students across Armenia, Azerbaijan, Georgia, Moldova, and Ukraine, providing high-capacity network infrastructure and fostering international collaboration.
As it nears completion in 2025, Rosanna Cramarossa Norman spoke with NREN directors about the project's impact.
🔗 Read the full interview in the latest edition of

Celebrating 10 Years of EaPConnect: Voices from the NRENs | GÉANT CONNECT Online
We are joined by the directors of the five NRENs beneficiary partners involved in the EU-funded ‘EU4Digital: Connecting Research and Education Communities (EaPConnect)’ project: ASNET from Armenia, AzScienceNet from Azerbaijan, GRENA from Georgia, RENAM from Moldova and URAN from Ukraine. Launched in 2015, the EaPConnect project has empowered universities, research institutions, and students throughout the Eastern

Cluster analysis of earthquake hypocenters in Azerbaijan and surrounding territories
Sergii Skurativskyi, Sergiy Mykulyak, Yuliya Semenova, Kateryna Skurativska
https://arxiv.org/abs/2506.22829

Cluster analysis of earthquake hypocenters in Azerbaijan and surrounding territories
The research focuses on seismic events that occurred in Azerbaijan and adjacent territories, regions known for strong seismic activity. We analyze a catalog of recorded earthquakes between 2010 and 2023, extracting the locations of the earthquake hypocenters for study purposes. Using statistical methods and cluster analysis tools, we developed a procedure for partitioning hypocenter clusters. The procedure begins with estimates of the Morisita Index, which is suitable for preliminary assessment…

The next big thing? | Schamlos eingeknickt | Ratzekahl gemäht #Wochenschau
Die Woche im ICE: Während OpenAI und Jony Ive mit Project KAIROS das Ende des Smartphones ausrufen, zeigt Trump mit der Blockade internationaler E-Mail-Konten, wie gefährlich Europas digitale Abhängigkeit von US-Konzernen ist. Und in Darmstadt? Bleibt der Regen aus – Zeit für einen mähfreien Mai.

The next big thing? | Schamlos eingeknickt | Ratzekahl gemäht #Wochenschau
Die Woche im ICE: Während OpenAI und Jony Ive mit Project KAIROS das Ende des Smartphones ausrufen, zeigt Trump mit der Blockade internationaler E-Mail-Konten, wie gefährlich Europas digitale Abhän…

Iterative Methods for the Projected Solutions of Quasi-equilibrium Problems
Didier Aussel, Jauny, Asrifa Sultana, Shivani Valecha
https://arxiv.org/abs/2506.22080

Iterative Methods for the Projected Solutions of Quasi-equilibrium Problems
Aussel et al. (J Optim Theory Appl 170 818-837 2016) introduced the concept of projected solutions for the quasi-variational inequalities with a non-self constraint map, that is, the case where the constraint map may take values outside the feasible set. This paper presents two iterative methods to determine the projected solutions for quasi-equilibrium problems (QEP). We prove the convergence of the sequence generated by iterative methods to a projected solution of the QEP under some suitable …