Tootfinder

One more thing about the #Cosmopolitan in #LasVegas: They provide BOTH a refreshment fridge & a completely EMPTY fridge in every room.
If you need to store INSULIN or other personal items that require refrigeration, this is a rarity for a 4-star resort on the Vegas strip that I appre…

Cocompact unfolding trees
Roman Gorazd
https://arxiv.org/abs/2507.07503 https://arxiv.org/pdf/2507.07503

Cocompact unfolding trees
This paper will show when a rooted path tree of a finite directed rooted graph has only finitely many orbits under the action of its undirected automorphism group (i.e. when it is cocompact). This will allow us to specify which trees are almost isomorphic to cocompact trees. We will provide an algorithm that will determine this, thus mostly answering question (1) from arXiv:2212.07205.

Cazenave-Dickstein-Weissler-type extension of Fujita's problem on Heisenberg groups
Mokhtar Kirane, Ahmad Z. Fino, Berikbol T. Torebek, Zineb Sabbagh
https://arxiv.org/abs/2506.10611

Cazenave-Dickstein-Weissler-type extension of Fujita's problem on Heisenberg groups
This paper examines the critical exponents for the existence of global solutions to the equation \begin{equation*} \begin{array}{ll} \displaystyle u_t-Δ_{\mathbb{H}}u=\int_0^t(t-s)^{-γ}|u(s)|^{p-1}u(s)\,ds,&\qquad 0\leqγ<1,\,\,\, {η\in \mathbb{H}^n,\,\,\,t>0,} \end{array}\end{equation*} on the Heisenberg groups $\mathbb{H}^n.$ There exists a critical exponent $$p_c= \max\Big\{\frac{1}γ,p_γ\Big\}\in(0,+\infty],\quad\hbox{with}\quad p_γ=1+\frac{2(2-γ)}{Q-2+2γ},\,\,Q=2n+2$$ such…

"Another early break put #Sinner in command, but most among an ebullient 15,000 crowd wondered if he had any scar tissue from the Roland Garros final.
The real test was serving out victory and - after #Alcaraz generously batted a second serve into the net on the first of two break points a…

Wimbledon 2025 results: Jannik Sinner beats Carlos Alcaraz to win first All England Club title
World number one Jannik Sinner wears down Carlos Alcaraz in another high-quality Grand Slam final between the dominant forces of the men's game.

But you should stay on Twitter, so as not to be in an echo chamber!
🙄
https://bsky.app/profile/cascoinfoundation.org/post/3lr6rqsknvs23

Turing complete Navier-Stokes steady states via cosymplectic geometry
S{\o}ren Dyhr, \'Angel Gonz\'alez-Prieto, Eva Miranda, Daniel Peralta-Salas
https://arxiv.org/abs/2507.07696

Turing complete Navier-Stokes steady states via cosymplectic geometry
In this article, we construct stationary solutions to the Navier-Stokes equations on certain Riemannian $3$-manifolds that exhibit Turing completeness, in the sense that they are capable of performing universal computation. This universality arises on manifolds admitting nonvanishing harmonic 1-forms, thus showing that computational universality is not obstructed by viscosity, provided the underlying geometry satisfies a mild cohomological condition. The proof makes use of a correspondence betw…

Replaced article(s) found for math.GT. https://arxiv.org/list/math.GT/new/
[1/1]:
Cocompact Fuchsian groups with a modular embedding
https://

Quantum Wall States for Noise Mitigation and Eternal Purity Bounds
Miguel Casanova, Francesco Ticozzi
https://arxiv.org/abs/2507.07944 https://

Quantum Wall States for Noise Mitigation and Eternal Purity Bounds
The present work analyzes state-stabilization techniques for decoupling a subsystem from environmental interactions. The proposed framework uses analytical and numerical tools to find an approximate decoherence-free subspace (DFS) with enhanced passive noise isolation. Active state-stabilizing control on a subsystem mediating dominant environmental interactions, which we call wall subsystem, creates an effective quantum wall state. The proposed method controls only the wall subsystem, leaving t…

Simple yet effective #nommention
https://cooking.nytimes.com/recipes/1025664-chilled-tofu-with-g…

Chilled Tofu With Gochujang Sauce Recipe (Gift Recipe)
This silken tofu, draped in a tangy, savory, chile-sweet gochujang sauce, is a warm weather epiphany: No cooking whatsoever. The sauce is essentially a chojang, a portmanteau of the Korean words for vinegar, cho, and for gochujang, the fiery fermented red chile paste, one of South Korea’s most delicious exports. Often served alongside salted boiled broccoli with sesame, this sauce is also excellent with tofu or on cold, crisp lettuce or hydrating cucumber and pepper. Make a double batch of th…

The Ghost Donkey, a hidden #LasVegas speakeasy at the #Cosmopolitan Hotel & Casino. Capacity: 27 people.