Tootfinder

"[Superior Court Judge] St-Pierre appeared unconvinced by [McGill's lawyer] Darche's claim that the university's convocation plans were "urgent" when compared with the rights of the protesters to demonstrate peacefully."
#mcgill #McGillUniversity

CBC Montreal (@cbcmontreal_mirror@mastodon.hongkongers.net)
Attached: 1 image Quebec Superior Court judge rejects McGill injunction request to remove encampment A Quebec Superior Court judge has rejected a provisional injunction request by McGill University to remove pro-Palestinian encampment activists from its front lawn in downtown Montreal.  #cbc #news #News #Canada #Montreal https://www.cbc.ca/news/canada/montreal/mcgill-injunction-request-1.7203666?cmp=rss

HENCHMAN: You never know what he’s —
CRIME BOSS: Maybe he gets hit by a truck.
HENCHMAN: Correct. So, I’m all over that.
[recording of Michael Cohen and Donald Trump played this morning in the case of The People of the State of New York v. Donald J. Trump]

Far too many intimations of mortality this morning, Michael Mosley, now Alan Hansen;67, 68 respectively and I'm 68.
Yes this is entirely introspective but this is social media and entirely about introspection and Me, Me, Me.
Anyway I hope Alan Hansen improves and his withering scorn is still missed, and Michael Mosley is more than an English man going out in the midday sun (and born in India).

HENCHMAN: You never know what he’s —
CRIME BOSS: Maybe he gets hit by a truck.
HENCHMAN: Correct. So, I’m all over that.
[recording of Michael Cohen and Donald Trump played this morning in the case of The People of the State of New York v. Donald J. Trump]

Large Stepsize Gradient Descent for Non-Homogeneous Two-Layer Networks: Margin Improvement and Fast Optimization
Yuhang Cai, Jingfeng Wu, Song Mei, Michael Lindsey, Peter L. Bartlett
https://arxiv.org/abs/2406.08654

Large Stepsize Gradient Descent for Non-Homogeneous Two-Layer Networks: Margin Improvement and Fast Optimization
The typical training of neural networks using large stepsize gradient descent (GD) under the logistic loss often involves two distinct phases, where the empirical risk oscillates in the first phase but decreases monotonically in the second phase. We investigate this phenomenon in two-layer networks that satisfy a near-homogeneity condition. We show that the second phase begins once the empirical risk falls below a certain threshold, dependent on the stepsize. Additionally, we show that the norm…

Gradient contractivity of a rescaled resolvent on domains in Wiener spaces
Davide Addona, Giorgio Menegatti, Michele Miranda Jr
https://arxiv.org/abs/2404.10611

Gradient contractivity of a rescaled resolvent on domains in Wiener spaces
Given an abstract Wiener space $(X,γ,H)$, we consider an open set $O\subseteq X$ which satisfies certain smoothness and mean-curvature conditions. We prove that the rescaled resolvent operator associated to the Ornstein-Uhlenbeck operator with homogeneous Dirichlet boundary conditions on $O$ is gradient contractive in $L^p(X,γ)$ for every $p\in(1,\infty)$. This is the Gaussian counterpart of an analogous result for the rescaled resolvent operator associated to the Laplace operator $Δ$ in $L^…

PEARLS: Discovery of Point-Source Features Within Galaxies in the North Ecliptic Pole Time Domain Field
Rafael Ortiz III, Rogier A. Windhorst, Seth H. Cohen, S. P. Willner, Rolf A. Jansen, Timothy Carleton, Patrick S. Kamieneski, Michael J. Rutkowski, Brent Smith, Jake Summers, Tyler J. McCabe, Rosalia O'Brien, Jose M. Diego, Min S. Yun, Jordan C. J. D'Silva, Juno Li, Hansung B. Gim, Nimish P. Hathi, Benne W. Holwerda, Adi Zitrin, Cheng Cheng, Noah J. McLeod, Christopher J. Con…

PEARLS: Discovery of Point-Source Features Within Galaxies in the North Ecliptic Pole Time Domain Field
$ $The first public 0.9-4.4 $μ$m NIRCam images of the North Ecliptic Pole (NEP) Time Domain Field (TDF) uncovered many galaxies that display point-source features in their cores as seen in the longer wavelength filters. We visually identified a sample of 66 galaxies ($\sim$1 galaxy per arcmin$^2$) with point-like cores and fit their spectral energy distributions (SED)s using EAZY and CIGALE to characterize the sample's active galactic nucleus (AGN) and host galaxy parameters. Single-template f…

This https://arxiv.org/abs/2307.05094 has been replaced.
initial toot: https://mastoxiv.page/@arXiv_mat…

Macaulay Posets and Rings
Macaulay posets are posets in which an analog of the Kruskal-Katona Theorem holds. Macaulay rings (also called Macaulay-Lex rings) are rings in which an analog of Macaulay's Theorem for lex ideals holds. The study of both of these objects started with Macaulay almost a century ago. Since then, these two branches have developed separately over the past century, with the last link being the Clements-Lindström Theorem. For every ring that is the quotient of a polynomial ring by a homogeneous id…

Gradient contractivity of a rescaled resolvent on domains in Wiener spaces
Davide Addona, Giorgio Menegatti, Michele Miranda Jr
https://arxiv.org/abs/2404.10611

Gradient contractivity of a rescaled resolvent on domains in Wiener spaces
Given an abstract Wiener space $(X,γ,H)$, we consider an open set $O\subseteq X$ which satisfies certain smoothness and mean-curvature conditions. We prove that the rescaled resolvent operator associated to the Ornstein-Uhlenbeck operator with homogeneous Dirichlet boundary conditions on $O$ is gradient contractive in $L^p(X,γ)$ for every $p\in(1,\infty)$. This is the Gaussian counterpart of an analogous result for the rescaled resolvent operator associated to the Laplace operator $Δ$ in $L^…

#Gronk takes another hit... this time in the pocketbook from top attorney David Boies who filed #ClassAction in #Miami on behalf of victims that lost money in a shady #crypto

Miami Federal Judge Approves $2.4M Voyager Settlement Involving Gronkowski | Daily Business Review
Moving forward, Michael Hanzman of Bilzin Sumberg will lead the global arbitration involving the remaining defendants, who include the Dallas Mavericks, Mark Cuban, the National Basketball Association, the Am Law 100 firm McCarter & English.