Tootfinder

Cowboys have dark-horse candidate for starting running back spot https://www.si.com/nfl/cowboys/news/dallas-cowboys-have-dark-horse-candidate-starting-running-back-miles-sanders

InterActHuman: Multi-Concept Human Animation with Layout-Aligned Audio Conditions
Zhenzhi Wang, Jiaqi Yang, Jianwen Jiang, Chao Liang, Gaojie Lin, Zerong Zheng, Ceyuan Yang, Dahua Lin
https://arxiv.org/abs/2506.09984

InterActHuman: Multi-Concept Human Animation with Layout-Aligned Audio Conditions
End-to-end human animation with rich multi-modal conditions, e.g., text, image and audio has achieved remarkable advancements in recent years. However, most existing methods could only animate a single subject and inject conditions in a global manner, ignoring scenarios that multiple concepts could appears in the same video with rich human-human interactions and human-object interactions. Such global assumption prevents precise and per-identity control of multiple concepts including humans and …

NFL breakout candidates: One player from each AFC team primed to make a leap in 2025 https://www.foxsports.com/stories/nfl/nfl-breakout-candidates-one-player-from-each-afc-team-primed-make-leap-2025

Warped products over one-dimensional base spaces and the RCD condition
Christian Ketterer
https://arxiv.org/abs/2506.10809 https://ar…

Warped products over one-dimensional base spaces and the RCD condition
We prove the Riemannian curvature-dimension condition $\mathsf{RCD}(KN,N+1)$ for an $N$-warped product $B\times_f^N F$ over a one-dimensional base space $B$ with a Lipschitz function $f: B\rightarrow \mathbb R_{\geq 0}$, provided (1) $f$ is a $Kf$-concave function, (2) $f$ satisfies a sub-Neumann boundary condition $\frac{\partial f}{\partial n}\geq 0$ on $\partial B\backslash f^{-1}(0)$ and $F$ is a compact metric measure space satisfying (3) the condition $\mathsf{RCD}(K_F (N-1), N)$ with $K_…

This weekend, lawmakers got their first look inside “Alligator Alcatraz,”
-- the makeshift immigration detention center in the Florida Everglades.
Rep. Debbie Wasserman Schultz, D-Fla., called the conditions
“disturbing and vile,”
a description Homeland Security Secretary Kristi Noem challenged
…

A look at the controversy around ‘Alligator Alcatraz’ detention center
This weekend, lawmakers got their first look inside “Alligator Alcatraz,” the makeshift immigration detention center in the Florida Everglades. Rep. Debbie Wasserman Schultz, D-Fla., called the conditions “disturbing and vile,” a description Homeland Security Secretary Kristi Noem challenged. John Yang speaks with Miami Herald reporter Ana Ceballos about the controversy surrounding the facility.

Deformations of pseudocharacters and Mazur's finiteness condition
Vytautas Pa\v{s}k\=unas, Julian Quast
https://arxiv.org/abs/2506.10901 https://

Deformations of pseudocharacters and Mazur's finiteness condition
We show that deformation rings $R^{\mathrm{ps}}$ of $G$-pseudocharacters of a profinite group $Γ$ are noetherian, when $Γ$ satisfies Mazur's finiteness condition. The proof proceeds by reduction to the case when $Γ$ is finitely generated, where the result was previously established by the second author. This enables us to extend our work on moduli spaces of $R^{\mathrm{ps}}$-condensed representations of a finitely generated profinite group $Γ$, to the groups satisfying Mazur's finiteness co…

Relaxations of KKT Conditions do not Strengthen Finite RLT and SDP-RLT Bounds for Nonconvex Quadratic Programs
E. Alper Yildirim
https://arxiv.org/abs/2506.09892

Relaxations of KKT Conditions do not Strengthen Finite RLT and SDP-RLT Bounds for Nonconvex Quadratic Programs
We consider linear and semidefinite programming relaxations of nonconvex quadratic programs given by the reformulation-linearization technique (RLT relaxation), and the Shor relaxation combined with the RLT relaxation (SDP-RLT relaxation). By incorporating the first-order optimality conditions, a quadratic program can be formulated as an optimization problem with complementarity constraints. We investigate the effect of incorporating optimality conditions on the strength of the RLT and SDP-RLT …

Finitary conditions for graph products of monoids
Dandan Yang, Victoria Gould
https://arxiv.org/abs/2506.10603 https://arxiv.org/pdf/…

Finitary conditions for graph products of monoids
Graph products of monoids provide a common framework for free products and direct products. Trace monoids are graph products of finitely generated free monoids. We investigate the interaction of certain finitary conditions with graph products. Specifically, we examine the conditions of being weakly left noetherian (that is, every left ideal is finitely generated) and weakly left coherent (that is, every finitely generated left ideal has a finite presentation) and the related conditions of the a…

Relative Inverse Limit Perfection of Derived Commutative Rings
Daniel Fink
https://arxiv.org/abs/2506.10626 https://arxiv.org/pdf/250…

Relative Inverse Limit Perfection of Derived Commutative Rings
We study the relative Frobenius map associated with a map of derived commutative rings over a field of positive characteristic. As part of this, we examine a relative analog of perfectness and construct a relative inverse limit perfection which, under suitable conditions on the base, serves as a right adjoint to the inclusion of relatively perfect algebras into the category of all algebras. Specializing to animated rings, we investigate relative versions of semiperfectness and F-finiteness, and…

NFL breakout candidates: One player from each NFC team primed to make a leap in 2025 https://www.foxsports.com/stories/nfl/nfl-breakout-candidates-one-player-from-each-nfc-team-primed-make-leap-2025