Tootfinder

you may find these useful:
https://accountscenter.instagram.com/personal_info/account_ownership_and_control/deletion_and_deactivation/?is_from_dialog=true

you may find these useful:
https://accountscenter.instagram.com/personal_info/account_ownership_and_control/deletion_and_deactivation/?is_from_dialog=true

Eine Abfrage der Deutschen #Umwelthilfe zeigt, dass viele Städte trotz gesetzlichem Verbot weiterhin #Gehwegparken dulden.
In Jena bleiben teils nur 50 cm Platz. Das gefährdet besonders Menschen mit #Rollstuhl

Städte dulden illegales Gehwegparken: Abfrage der Deutschen Umwelthilfe zeigt massive Behinderungen für den Fußverkehr
• Nur 33 von 105 Städten bestätigen, dass sie illegales Falschparken auf Gehwegen grundsätzlich nicht dulden• Städte wie Braunschweig, Jena, Paderborn, Wuppertal oder Lübeck gefährden mit Restgehwegbreiten von 50 Zentimetern bis einem Meter Fußgängerinnen und Fußgänger sowie Menschen mit Kinderwagen, Rollator oder Rollstuhl • DUH fordert konsequente Ahndung und sofortiges Abschleppen von illegalen Gehwegparkern und ruft Bürgerinnen und Bürger auf, Falschparker zu melden, die M…

wiki_link_dyn: Wikipedia link dynamics (2011)
Six networks of the evolving hyperlink structure among wikipedia articles, for simple English (en), German (de), Dutch (nl), Polish (pl), Italian (it), French (fr), taken in August 2011. Each edge is timestamped, and an edge (i,j) indicates that article i hyperlinks to j. The edge sign indicates the addition ( 1) or deletion (-1) of that link at the specified time.
This network has 100312 nodes and 1627472 edges.
Tags: Informati…

from my link log —
A new approach to analyzing Robin Hood hashing. (2014)
https://arxiv.org/abs/1401.7616
saved 2025-10-05 https://dotat.at/:/HOGQW.html…

A New Approach to Analyzing Robin Hood Hashing
Robin Hood hashing is a variation on open addressing hashing designed to reduce the maximum search time as well as the variance in the search time for elements in the hash table. While the case of insertions only using Robin Hood hashing is well understood, the behavior with deletions has remained open. Here we show that Robin Hood hashing can be analyzed under the framework of finite-level finite-dimensional jump Markov chains. This framework allows us to re-derive some past results for the in…

A Graph Width Perspective on Partially Ordered Hamiltonian Paths and Cycles II: Vertex and Edge Deletion Numbers
Jesse Beisegel, Katharina Klost, Kristin Knorr, Fabienne Ratajczak, Robert Scheffler
https://arxiv.org/abs/2510.08378

A Graph Width Perspective on Partially Ordered Hamiltonian Paths and Cycles II: Vertex and Edge Deletion Numbers
We consider the problem of finding a Hamiltonian path or cycle with precedence constraints in the form of a partial order on the vertex set. We study the complexity for graph width parameters for which the ordinary problems $\mathsf{Hamiltonian\ Path}$ and $\mathsf{Hamiltonian\ Cycle}$ are in $\mathsf{FPT}$. In particular, we focus on parameters that describe how many vertices and edges have to be deleted to become a member of a certain graph class. We show that the problems are $\mathsf{W[1]}$…

Moment Dilations and Functional Calculus for Random Operators
James Tian
https://arxiv.org/abs/2509.06309 https://arxiv.org/pdf/2509.06309

Moment Dilations and Functional Calculus for Random Operators
We develop a dilation theory for tuples of random operators on a Hilbert space. Their joint distribution defines a moment kernel by expectation of operator products. We prove that this kernel admits a dilation to a Cuntz family of isometries precisely when the associated shifted kernel is dominated in the positive-definite order. As consequences, we establish a mean-square version of von Neumann's inequality and construct a free functional calculus for random operators, extending from polynomia…

wiki_link_dyn: Wikipedia link dynamics (2011)
Six networks of the evolving hyperlink structure among wikipedia articles, for simple English (en), German (de), Dutch (nl), Polish (pl), Italian (it), French (fr), taken in August 2011. Each edge is timestamped, and an edge (i,j) indicates that article i hyperlinks to j. The edge sign indicates the addition ( 1) or deletion (-1) of that link at the specified time.
This network has 100312 nodes and 1627472 edges.
Tags: Informati…

Parameterized Complexity of s-Club Cluster Edge Deletion
Ajinkya Gaikwad
https://arxiv.org/abs/2510.07065 https://arxiv.org/pdf/2510.07065

Parameterized Complexity of s-Club Cluster Edge Deletion
We study the parameterized and classical complexity of the s-Club Cluster Edge Deletion problem: given a graph G = (V, E) and integers k and s, determine whether it is possible to delete at most k edges so that every connected component of the resulting graph has diameter at most s. This problem generalizes Cluster Edge Deletion (the case s = 1) and captures a variety of distance-bounded graph modification tasks. Montecchiani, Ortali, Piselli, and Tappini (Information and Computation, 2023) s…