Tootfinder

A Ranking Framework for Network Resource Allocation and Scheduling via Hypergraphs
Rajpreet Singh, Novak Bo\v{s}kov, Aditya Gudal, Manzoor A. Khan
https://arxiv.org/abs/2506.01571

A Ranking Framework for Network Resource Allocation and Scheduling via Hypergraphs
Resource allocation and scheduling are a common problem in various distributed systems. Although widely studied, the state-of-the-art solutions either do not scale or lack the expressive power to capture the most complex instances of the problem. To that end, we present a mathematical framework for hypergraph ranking and analysis, unifying graph theory, lattice theory, and semantic analysis. In our fundamental theorem, we prove the existence of partial order on entities of hypergraphs, extendin…

Transformation formula of Dwork's $p$-adic hypergeometric function
Yusuke Nemoto
https://arxiv.org/abs/2505.24215 https://arxiv.o…

Transformation formula of Dwork's $p$-adic hypergeometric function
In this paper, we give a transformation formula of Dwork's $p$-adic hypergeometric function between $t$ and $t^{-1}$. As an appendix, we introduce a finite analogue of this transformation formula, which implies the special case of the above transformation formula.

#Johanniskraut wächst nicht überall und nur wenige kennen es. 🌿💆‍♂️ Wie sammelt man die #Blüten und wie kann diese #Heilpflanze verwendet werden? 🌼 Infos zu den Anwendungsmöglichkeiten und…

Johanniskraut (Hypericum perforatum): Wie man die Pflanze sammelt und trocknet
Der Name Johanniskraut bezieht sich auf Johannes den Täufer. Die Blüten öffnen sich meist um den 24. Juni, den Johannistag.

Meta-heuristic Hypergraph-Assisted Robustness Optimization for Higher-order Complex Systems
Xilong Qu, Wenbin Pei, Haifang Li, Qiang Zhang, Bing Xue, Mengjie Zhang, del Genio Charo, Stefano Boccaletti
https://arxiv.org/abs/2505.24123

Meta-heuristic Hypergraph-Assisted Robustness Optimization for Higher-order Complex Systems
In complex systems (e.g., communication, transportation, and biological networks), high robustness ensures sustained functionality and stability even when resisting attacks. However, the inherent structure complexity and the unpredictability of attacks make robustness optimization challenging. Hypergraphs provide a framework for modeling complicated higher-order interactions in complex systems naturally, but their potential has not been systematically investigated. Therefore, we propose an effe…

Dicritical divisors and hypercurvettes
Enrique Artal Bartolo, Willem Veys
https://arxiv.org/abs/2505.24648 https://arxiv.org/pdf/2505…

Dicritical divisors and hypercurvettes
Germs of rational functions~$h$ on points $p$ of smooth varieties~$S$ define germs of rational maps to the projective line. Assume that $p$ is in the indeterminacy locus of $h$. If $π:\hat{S}\to S$ is a birational map which is an isomorphism outside $p$, then $h$ lifts to a germ of a rational map on $(\hat{S}, π^{-1}(p))$. The exceptional components $E_i$ of $π^{-1}(p)$ are classified according to the restriction of (the lift of) $h$ to $E_i$; the dicritical components are those where this r…

Detecting non-uniform patterns on high-dimensional hyperspheres
Tiefeng Jiang, Tuan Pham
https://arxiv.org/abs/2506.00444 https://arx…

Detecting non-uniform patterns on high-dimensional hyperspheres
We propose a new probabilistic characterization of the uniform distribution on hyperspheres in terms of its inner product, extending the ideas of \cite{cuesta2009projection,cuesta2007sharp} in a data-driven manner. Using this characterization, we define a new distance that quantifies the deviation of an arbitrary distribution from uniformity. As an application, we construct a novel nonparametric test for the uniformity testing problem: determining whether a set of \(n\) i.i.d. random points on …

Hyperspherical Analysis of Dimer-Dimer Scattering in One-Dimensional Systems
Jia Wang, Hui Hu, Xia-Ji Liu
https://arxiv.org/abs/2506.01233 https://

Hyperspherical Analysis of Dimer-Dimer Scattering in One-Dimensional Systems
We present a comprehensive analysis of four-body scattering in one-dimensional (1D) quantum systems using the adiabatic hyperspherical representation (AHR). Focusing on dimer-dimer collisions between two species of fermions interacting via the sinh-cosh potential, we implement the slow variable discretization (SVD) method to overcome numerical challenges posed by sharp avoided crossings in the potential curves. Our numerical approach is benchmarked against exact analytical results available in …

Ich halte das alles nicht mehr aus.
https://www.zeit.de/zeit-magazin/2025/23/maennliche-prostitution-callboy-sexarbeit-frauen

Männliche Prostitution • Z+ Empfehlung: Wie ich einmal einen Callboy buchte
Maniküre, Waxing, Selfcare sind alles Schritte zum besseren Ich. Kann das auch für bezahlten Sex gelten? Jede Frau will doch schließlich begehrt werden. Besonders Mütter.

This https://arxiv.org/abs/2412.03857 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

An Excursion with Divergence Properties
In this note, we compare and contrast various selective divergence properties such as the properties of being discretely selective and selectively highly divergent. We identify and incorporate a class of subsemigroups of the semigroup of strictly increasing maps from the naturals to themselves. We investigate certain implications for hyperspaces of finite subsets and characterize the closed discrete selection game on a space in terms of a particular selection game on the Vietoris hyperspace of …

Consistent line clustering using geometric hypergraphs
Kalle Alaluusua, Konstantin Avrachenkov, B. R. Vinay Kumar, Lasse Leskel\"a
https://arxiv.org/abs/2505.24868

Consistent line clustering using geometric hypergraphs
Traditional data analysis often represents data as a weighted graph with pairwise similarities, but many problems do not naturally fit this framework. In line clustering, points in a Euclidean space must be grouped so that each cluster is well approximated by a line segment. Since any two points define a line, pairwise similarities fail to capture the structure of the problem, necessitating the use of higher-order interactions modeled by geometric hypergraphs. We encode geometry into a 3-unifor…