Tootfinder

Facts vs. Feelings: J.J. McCarthy, Kimani Vidal and other tough lineup decisions https://www.espn.com/fantasy/football/story/_/id/46857803/fantasy-football-start-sit-add-week-10

Existence of ghost-eliminating constraints in multivielbein theory
J. Flinckman, S. F. Hassan
https://arxiv.org/abs/2510.03014 https://arxiv.org/pdf/2510.0…

Existence of ghost-eliminating constraints in multivielbein theory
We perform a Hamiltonian constraint analysis of the multivielbein theory proposed in arXiv:1804.09723. The analysis shows that the secondary constraints have the correct form to constrain the dynamical variables, thereby eliminating the problematic ghost modes that generally plague theories of interacting spin-2 fields. Under mild restrictions on the solution space, we also identify the tertiary constraints and show that these eliminate the canonical momenta associated with the ghost modes. Our…

Facts: “The report shouldn’t be a shock to anyone...because zoning is just one factor of 100. I’m afraid ‘We’re going to sue the government until the capital markets do what we want’ is basically the textbook definition of San Francisco YIMBYism.” - @…

Coffee Is The Solution.: https://eyebeemania.net/2025/10/02/coffee-is-the-solution.html

Coffee Is The Solution.
When you are feeling unwell, it is recommended that you …

Inferring Dynamic Physical Properties from Video Foundation Models
Guanqi Zhan, Xianzheng Ma, Weidi Xie, Andrew Zisserman
https://arxiv.org/abs/2510.02311 https://

Inferring Dynamic Physical Properties from Video Foundation Models
We study the task of predicting dynamic physical properties from videos. More specifically, we consider physical properties that require temporal information to be inferred: elasticity of a bouncing object, viscosity of a flowing liquid, and dynamic friction of an object sliding on a surface. To this end, we make the following contributions: (i) We collect a new video dataset for each physical property, consisting of synthetic training and testing splits, as well as a real split for real world …

Consistent control of drying rates of solution thin films on wafer-sized substrates by dynamic air-knife drying with optimal trajectories
Simon Ternes
https://arxiv.org/abs/2510.00085

Consistent control of drying rates of solution thin films on wafer-sized substrates by dynamic air-knife drying with optimal trajectories
This work tackles the problem of achieving consistent drying rates of a solution film deposited on a $20\,\rm{cm}$-wide substrate ($\approx $ silicon-wafer size) that is driven under a narrow air flow ejected by a slot nozzle (or "air knife"). The main prerequisite of the work is that the drying rate of the solution film is highly decisive for a certain performance indicator of the deposited film at a particular, critical concentration $c_{\rm crit.}$. Empirically, this concentration can be ass…

Coordinated Car-following Using Distributed MPC
Di Shen, Qi Dai, Suzhou Huang
https://arxiv.org/abs/2510.02010 https://arxiv.org/pdf/2510.02010

Coordinated Car-following Using Distributed MPC
Within the modeling framework of Markov games, we propose a series of algorithms for coordinated car-following using distributed model predictive control (DMPC). Instead of tracking prescribed feasible trajectories, driving policies are solved directly as outcomes of the DMPC optimization given the driver's perceivable states. The coordinated solutions are derived using the best response dynamics via iterated self-play, and are facilitated by direct negotiation using inter-agent or agent-infras…

This is a minor annoyance and I’m interested in identifying it as well as exploring solutions.
I frequently mistype (or write) double letters by doubling an adjacent letter & singularizing the should be double letter.
examples:
Booby for Bobby (my pal Bob HATES this)
noddle for noodle
felling for feeling
Could be Dysgraphia or related to Dyslexia.
I'd appreciate pointers to articles / tests, and any other help.
cc/ @…

Existence of multiple normalized solutions to a critical growth Choquard equation involving mixed operator
Nidhi Nidhi, K. Sreenadh
https://arxiv.org/abs/2510.00893 https://

Existence of multiple normalized solutions to a critical growth Choquard equation involving mixed operator
In this paper we study the normalized solutions of the following critical growth Choquard equation with mixed local and non-local operators: \begin{equation*} \begin{array}{rcl} -Δu +(-Δ)^s u & = & λu +μ|u|^{p-2}u +(I_α*|u|^{2^*_α})|u|^{2^*_α-2}u \text{ in } \mathbb{R}^N;\;\; \left\| u \right\|_2 & = & τ, \end{array} \end{equation*} here $N\geq 3$, $τ>0$, $I_α$ is the Riesz potential of order $α\in (0,N)$, $2^*_α=\frac{N+α}{N-2}…

The Hadamard parametrix on half-Minkowski with Robin boundary conditions: Fundamental solutions and Hadamard states
B. Costeri, C. Dappiaggi, B. A. Ju\'arez-Aubry, R. D. Singh
https://arxiv.org/abs/2509.26035

The Hadamard parametrix on half-Minkowski with Robin boundary conditions: Fundamental solutions and Hadamard states
We address the problem of constructing fundamental solutions and Hadamard states for a Klein-Gordon field in half-Minkowski spacetime with Robin boundary conditions in $d \geq 2$ spacetime dimensions. First, using a generalisation of the Robin-to-Dirichlet map exploited by Bondurant and Fulling [J. Phys. A: Math. Theor. {\bf 38} 7 (2005)] in dimension $2$, we obtain a representation for the advanced and retarded Green operators in terms of a convolution with the kernel of the inverse Robin-to-D…