Tootfinder

Y a des jeux d'adresse, de figurines, de plateau, de stratégie et de rôle. C'est a la #ludikon, a l'ancienne papeterie de Montech dans le Tarn et garonne a 15 minutes a l'ouest de Montauban. Cet aprem et demain.
#jdr

Upadající montovna, nebo nenšpadný zelený tygr? Česko se probouzí do světa nové industrišlní politiky – Page Not Found - https://pagenotfound.cz/clanek/upadajici-montovna-nebo-nenapadny-zeleny-tygr

Un train stationne Š Pernety et Montparnasse Bienvenue vers Saint-Denis – Université et Asnières - Gennevilliers Les Courtilles en raison d'un ajustement de l'intervalle entre les trains Š Pernety et Montparnasse Bienvenue .
🤖 15/06 22:12

On Certain Diophantine Equations Involving Lucas and Pell Numbers
Seyran S. Ibrahimov, Nazim I. Mahmudov
https://arxiv.org/abs/2506.14379 https://

On Certain Diophantine Equations Involving Lucas and Pell Numbers
Let \( L_t \) denote the \( t \)-th term of the Lucas sequence and \( P_t \) the \( t \)-th term of the Pell sequence. In this paper, we prove that the Diophantine equation \[ L_m^{n+k} + L_m^n = L_r \] has no solution in positive integers \( r, m, n, k \) with \( m, n \geq 2 \). Additionally, we show that \( (r, m, n, k) = (4, 2, 2, 1) \) is the only solution in positive integers to the Diophantine equation \[ P_m^{n+k} + P_m^n = P_r \] under the same condition \( m, n \geq 2 \).

Isoperimetric Problem and Weierstrass Necessary Condition for Fractional Calculus of Variations
Shakir Sh. Yusubov, Shikhi Sh. Yusubov, Elimhan N. Mahmudov
https://arxiv.org/abs/2506.12926

Isoperimetric Problem and Weierstrass Necessary Condition for Fractional Calculus of Variations
Summary]{In this paper, we study problems of minimization of a functional depending on the fractional Caputo derivative of order $0<α\leq 1$ and the fractional Riemann- Liouville integral of order $β> 0$ at fixed endpoints. A fractional analogue of the Du Bois-Reymond lemma is proved, and the Euler-Lagrange conditions are proved for the simplest problem of fractional variational calculus with fixed ends and for the fractional isoperimetric problem. An approach is proposed to obtain the necess…

Four-Loop Renormalisation of Chiral Gauge Theories with Non-Anticommuting $\gamma_5$ in the BMHV Scheme
Andreas von Manteuffel, Dominik St\"ockinger, Matthias Wei{\ss}wange
https://arxiv.org/abs/2506.12253

Four-Loop Renormalisation of Chiral Gauge Theories with Non-Anticommuting $γ_5$ in the BMHV Scheme
We present the complete 4-loop renormalisation of an Abelian chiral gauge theory in the Breitenlohner-Maison / `t Hooft-Veltman (BMHV) scheme. Employing a non-anticommuting $γ_5$ in dimensional regularisation, we determine the full set of symmetry restoring counterterms from the quantum action principle. Our calculation represents the highest-order application of the BMHV framework so far, pushing the limits of a self-consistent treatment of $γ_5$ at the multi-loop level. We describe the comp…

MBSR at Work: Perspectives from an Instructor and Software Developers
Simone Romano, Alberto Conforti, Gloria Guidetti, Sara Viotti, Rachele Ceschin, Giuseppe Scanniello
https://arxiv.org/abs/2506.11588

MBSR at Work: Perspectives from an Instructor and Software Developers
In this paper, we present the preliminary findings from a qualitative study (i.e., semi-structured interviews) on how a Mindfulness-Based Stress Reduction (MBSR) program, carried out in the Software Development (SD) working context, is perceived by the software developers of a multinational company who participated in the MBSR program and by the instructor who led it. MBSR is a deeply personal and experiential practice in helping individuals manage stress, particularly in high-pressure environm…

There’s no rain in the forecast for Flin Flon, Manitoba over the next week as crews there fight a wildfire that’s raging nearby.
Temperatures throughout the weekend are expecting to range from the low to high 20s, before cooling off.
Thousands have evacuated the northwestern Manitoba city, including municipal government officials and health-care professionals.

No rain forecast as crews battle Flin Flon wildfire
Thousands have evacuated the northwestern Manitoba city, including municipal government officials and healthcare professionals. So far, the wildfires have displaced over 17,000.

Mehr als 17.000 Menschen müssen in #Manitoba wegen schwerer #Waldbrände evakuiert werden.
Die Provinz hat den #Notstand ausgerufen, da sich Feuer über alle Regionen ausbreiten. Rund die …

check out my new game twono #7MinuteAbs