Tootfinder

Japan's Nikkei index crossed the 40,000 threshold for the first time early Monday on robust technology issues following the advance of their U.S. counterparts late last week.
The Nikkei benchmark quickly topped the 40,000 line after the market opening. In the first 15 minutes of trading, the 225-issue #Nikkei #Stock

Nikkei tops 40,000 for 1st time after upbeat Wall St.
Japan's Nikkei index crosses the 40,000-point threshold for the first time on robust technology issues following the advance of their U.S. counterparts late last week.

Filing: CRM software maker Freshworks acquires Connecticut-based Device42, which helps companies manage their IT infrastructure and had raised $38.5M, for $230M (Manish Singh/TechCrunch)
https://techcrunch.com/2024/05/02/fres

Freshworks acquires Device42 for $230M, appoints Dennis Woodside new CEO | TechCrunch
Freshworks, the publicly listed SaaS firm, is acquiring U.S.-based startup Device42 for $230 million, the company disclosed in an SEC filing. Alongside SaaS firm Freshworks, undergoing a CEO transition, has acquired US-based startup Device42 for $230 million.

Culture in Flames: What Russia’s War Is About On February 26, 2024, UNESCO hosted a conference titled “Event of Solidarity with Ukraine” at the initiative of the Lithuanian and Canadian delegations. U Source : https://uacrisis.org/en/culture-in-flames-what-russia-s-…

Stabilization in two-species chemotaxis systems with singular sensitivity and Lotka-Volterra competitive kinetics
Halil Ibrahim Kurt, Wenxian Shen
https://arxiv.org/abs/2404.03158

Stabilization in two-species chemotaxis systems with singular sensitivity and Lotka-Volterra competitive kinetics
The current paper is concerned with the stabilization in the following parabolic-parabolic-elliptic chemotaxis system with singular sensitivity and Lotka-Volterra competitive kinetics, \begin{equation} \begin{cases} u_t=Δu-χ_1 \nabla\cdot (\frac{u}{w} \nabla w)+u(a_1-b_1u-c_1v) ,\quad &x\in Ω\cr v_t=Δv-χ_2 \nabla\cdot (\frac{v}{w} \nabla w)+v(a_2-b_2v-c_2u),\quad &x\in Ω\cr 0=Δw-μw +νu+ λv,\quad &x\in Ω\cr \frac{\partial u}{\partial n}=\frac{\partial v}{\partial n}=\frac{\partial w}{…

uh oh!
The following warning/error was logged by the smartd daemon:
Device: /dev/disk/by-id/ata-ST3320620AS_3QF00BSV, Self-Test Log error count increased from 0 to 1
$ readlink /dev/disk/by-id/ata-ST3320620AS_3QF00BSV
../../sdd
Maybe you don't make your 15th birthday, sdd. 🙁
Need to speed up with getting shot of this machine.
#Linux

Grateful Dead from Thu, Apr 4, 1985 at Providence Civic Center
#GratefulDead #TIGDH #LiveMusic

Grateful Dead Live at Providence Civic Center on 1985-04-04
Set I Alabama Getaway > Jack Straw Dire Wolf > El Paso She Belongs To Me My Brother Esau > Friend Of The Devil Lost Sailor > Saint Of Circumstance > Deal Set II I Need A Miracle > Crazy Fingers Samson & Delilah > He's Gone > Goin' Down The Road Feeling Bad > Drums > Space > The Wheel > Black Peter > Around & Around > Turn On Your Lovelight U.S. Blues Comment Jerry Garcia - Guitar Bob Weir - Guitar Brent Mydland - Keyboards Phil Le…

Undercomplete Decomposition of Symmetric Tensors in Linear Time, and Smoothed Analysis of the Condition Number
Pascal Koiran, Subhayan Saha
https://arxiv.org/abs/2403.00643

Undercomplete Decomposition of Symmetric Tensors in Linear Time, and Smoothed Analysis of the Condition Number
We study symmetric tensor decompositions, i.e., decompositions of the form $T = \sum_{i=1}^r u_i^{\otimes 3}$ where $T$ is a symmetric tensor of order 3 and $u_i \in \mathbb{C}^n$.In order to obtain efficient decomposition algorithms, it is necessary to require additional properties from $u_i$. In this paper we assume that the $u_i$ are linearly independent. This implies $r \leq n$,that is, the decomposition of T is undercomplete. We give a randomized algorithm for the following problem in th…

Positive topological entropy for the Standard Map
Fernando Oliveira
https://arxiv.org/abs/2404.02209 https://arxiv.org/pdf/2404.02209…

Positive topological entropy for the Standard Map
We show that for the standard map family, for all values of the parameter, except one, the mapping has positive topological entropy. The main tool is the following result. Let $S$ be a compact connected orientable surface and $f:S \rightarrow S$ an area preserving orientation preserving $C \e 1$ diffeomorphism of $S$. Assume that $U$ is an invariant domain of $S$ such that $fr_S{U}$ has a finite number of connected components. Let $b$ be a regular ideal boundary point of $U$ which is fixed …

Ukraine considering following suit if US bans TikTok: https://benborges.xyz/2024/04/01/ukraine-considering-following.html

What's particularly muddy right now is
how a rising number of cattle infections are impacting farm workers,
beyond the Texas case that occurred back in March.
Veterinarians and physicians in states with dairy cattle outbreaks told The Associated Press there are multiple reports of farm workers falling sick,
but confirming cases is proving challenging for one key reason:
Many workers are reluctant to get tested.
"You have groups of individuals that…

What would it take to spark an H5N1 bird flu pandemic? And how bad would it be? | CBC News
For several decades, scientists have rung alarms that a dangerous form of bird flu had pandemic potential. As H5N1 spreads to more species, including U.S. dairy cattle, how likely is that worst-case scenario?