Tootfinder

You know, Parliament could amend the Canada Post Corporation Act, removing "the need to conduct its operations on a self-sustaining financial basis." It won't, but it could.
#cdnpoli #CanadaPost

Andrew should answer Epstein questions in US, Democrats say (Maia Davies/BBC)
https://www.bbc.com/news/articles/c3dnnpvjkjvo
http://www.memeorandum.com/251101/p19#a251101p19

> El vaixell de salvament de l'armada espanyola adverteix que no entrarŠ a la zona d'exclusió per no posar en perill la integritat física de la tripulació i demana que la missió humanitŠria que tampoc hi entri
Doncs vaja quina merda de vaixell de l'armada
#PutaEspanya #FuckIsrael

He's very very obviously doing the Donald Trump/MAGA white victim thing.
The only question is whether Canadians will succumb and suffer all the consequences for actual freedoms like the USA did.
#CanPoli #CdnPoli

Zero-free regions for the independence polynomial on restricted graph classes
Mark Jerrum, Viresh Patel
https://arxiv.org/abs/2510.01466 https://arxiv.org/…

Zero-free regions for the independence polynomial on restricted graph classes
Generalising the Heilman-Lieb Theorem from statistical physics, Chudnovsky and Seymour [J. Combin. Theory Ser. B, 97(3):350--357] showed that the univariate independence polynomial of any claw-free graph has all of its zeros on the negative real line. In this paper, we show that for any fixed subdivded claw $H$ and any $Δ$, there is an open set $F \subseteq \mathbb{C}$ containing $[0, \infty)$ such that the independence polynomial of any $H$-free graph of maximum degree $Δ$ has all of its zer…

An Effective Version of the $p$-Curvature Conjecture for Order One Differential Equations
Florian F\"urnsinn, Lucas Pannier
https://arxiv.org/abs/2510.00892 https://…

An Effective Version of the $p$-Curvature Conjecture for Order One Differential Equations
We develop an effective version of Kronecker's Theorem on the splitting of polynomials, based on asymptotic arguments proposed by the Chudnovsky brothers, coming from Hermite-Padé approximation. In conjunction with Honda's proof of the $p$-curvature conjecture for order one equations with polynomial coefficients we use this to deduce an effective version of the Grothendieck $p$-curvature conjecture for order one equations. More precisely, we bound the number of primes for which the $p$-curvatu…

Laboratory and Synchrotron Validation of $\mu$-XRF for Sulfur Mapping in CTMP Paper Samples
F. Foroughi (a, b), H. Bergman (a), D. Krapohl (a), H. Rahman (a), D. Chapman (b), R. H. Menk (a, c), B. Norlin (a)
https://arxiv.org/abs/2509.24751

Laboratory and Synchrotron Validation of $μ$-XRF for Sulfur Mapping in CTMP Paper Samples
The transition toward renewable, fiber-based packaging requires an improved understanding of chemical modifications in high-yield pulps such as chemithermomechanical pulp (CTMP). Sulfonation uniformity is essential for the energy-efficient production of high-strength CTMP pulp. However, laboratory methods only measure total sulfur and cannot illustrate its distribution at the fiber level, which can be visualized using $μ$-XRF. In this work, we present a laboratory $μ$-XRF system developed at …

Crosslisted article(s) found for cs.DM. https://arxiv.org/list/cs.DM/new
[1/1]:
- String Graph Obstacles of High Girth and of Bounded Degree
Maria Chudnovsky, David Eppstein, David Fischer

For some reason, today is crappy, all kinds of progress on 10 projects, but all are blocked by small problems that aren't easy to fix. Maybe I should follow #Floki's example, and sleep in the box of cat toys while high on #catnip.

Per a la sorpresa de nul·lú
Dels altos al foc que s'han fet fins ara, Israel els ha trencat tots; suna definició de "pau" és sinònim de "massacre" i "genocidi"
Ni Palestina ni el Pròxim Orient mai seran lliures ni tranquils si Israel segueix existint i encara fa totes les malifetes que fa i ha fet
#FuckIsrael