Tootfinder

20 años del 11M Lorenzo Milš, sobre la entrevista a Bush tras el 11M que no se emitió íntegra: "Él hablaba de terrorismo islamista" https://www.rtve.es/noticias/20240303/lorenzo-mila-entrevista-bush-nunca-emitio/15993496.shtml

20 Jahre GMail: Am 01. April feiert GMail einen runden Geburtstag. Als der Dienst am 01. April 2004 an den Start ging, glaubte jede:r zuerst an einen Aprilscherz. Neu erfunden hat sich GMail seitdem jedoch nicht. Und das wirklich traurig ist, dass GMail auch nach 20 Jahren ohne große Weiterentwicklung noch immer der schlichtweg beste E-Maildienst da draussen ist, so @…

20 Jahre GMail

A geometric characterization of known maximum scattered linear sets of $\mathrm{PG}(1,q^n)$
Giovanni Giuseppe Grimaldi, Somi Gupta, Giovanni Longobardi, Rocco Trombetti
https://arxiv.org/abs/2405.01374

A geometric characterization of known maximum scattered linear sets of $\mathrm{PG}(1,q^n)$
An $\mathbb{F}_q$- linear set $L=L_U$ of $Λ=\mathrm{PG}(V, \mathbb{F}_{q^n}) \cong \mathrm{PG}(r-1,q^n)$ is a set of points defined by non-zero vectors of an $\mathbb{F}_q$-subspace $U$ of $V$. The integer $\dim_{\mathbb{F}_q} U$ is called the rank of $L$. In [G. Lunardon, O. Polverino: Translation ovoids of orthogonal polar spaces. Forum Math. 16 (2004)], it was proven that any $\mathbb{F}_q$-linear set $L$ of $Λ$ of rank $u$ such that $\langle L \rangle=Λ$ is either a canonical subgeometry…

"Trading Jerry" torpedoed the Cowboys’ 2004 Draft in 1st round https://insidethestar.com/trading-jerry-torpedoed-the-cowboys-2004-draft-in-1st-round/

"Trading Jerry" torpedoed the Cowboys’ 2004 Draft in 1st round ⋆ Inside The Star
Explore the ill-fated draft trade that left Dallas Cowboys fans questioning Jerry Jones' football talent judgment.

この曲はこれが初出ですが、元々は Bob Dylan によるものです。 ☞
--
Old Crow Medicine Show - Wagon Wheel
from the album "O.C.M.S." (2004)
Track 11
( 音楽 / 音樂 / 音乐 / 음악 / music )
https://youtu.be/1gX1EP6mG-E

2024: jia tan
2014: obama’s tan suit
tan(2004): -0.34936947076
coincidence??

Watched “Palermo, Hollywood” (2004), an Argentinian movie about two rather naive yet inseparable twenty-something petty criminals who get in over their heads when a kidnapping job goes horribly wrong. https://www.youtube.com/watch?v=bByzL3EDIb0

Interesting questions for the Australian #FediLaw crowd:
1) is there any kind of reasonable satire or parody defence, at a state or federal level, that could void TEC’s claim against @… under Tasmanian Electoral Act 2004 S.196?
(Also interestin…

Hoy ando acordšndome de dónde estaba yo el 11M de 2004.
Veinte años después, me he bajado al kiosko a ver qué decían las portadas de los diarios. Me alegra decir que no he visto rastro de la teoría de la conspiración.
Sí encontré algunos panfletos tirados en el suelo. Tal vez de la gente que ya no tiene remedio y nunca pasarš pšgina.
#11M

On total domination subdivision numbers of trees
Michael A. Henning, Jerzy Topp
https://arxiv.org/abs/2404.16186 https://arxiv.org/pd…

On total domination subdivision numbers of trees
A set $S$ of vertices in a graph $G$ is a total dominating set of $G$ if every vertex is adjacent to a vertex in $S$. The total domination number $γ_t(G)$ is the minimum cardinality of a total dominating set of $G$. The total domination subdivision number $\mbox{sd}_{γ_t}(G)$ of a graph $G$ is the minimum number of edges that must be subdivided (where each edge in $G$ can be subdivided at most once) in order to increase the total domination number. Haynes et al. (Discrete Math. 286 (2004) 195…