Tootfinder

New Work in Philosophy || Elliot Porter (University of Birmingham), "Mania, urgency, and the structure of agency"
https://newworkinphilosophy.substack.com/p/elliot-porter-university-of-birmingham

The GOAT is back
From: @…
https://bird.makeup/users/hardcorehistory/statuses/1799284914430616062…

Dan Carlin
Happy Hardcore History Day everyone! HH #72 ""Mania for Subjugation" is now available. Hope you like it. https://dts.podtrac.com/redirect.mp3/traffic.libsyn.com/dancarlinhh/dchha71_Mania_for_Subjugation.mp3

Which Team is Ready to Become a Contender? https://profootballmania.com/2024/06/15/which-team-is-ready-to-become-a-contender/

Which Team is Ready to Become a Contender? - Pro Football Mania
When discussing a goal for a team there is many different definitions. For a struggling franchise, finding young talent to improve their future is the goal. For a playoff team, the next step would be the Super Bowl. So let’s take a look at a couple of teams ready to leap into Super Bowl contention. […]

Fully Adaptive Regret-Guaranteed Algorithm for Control of Linear Quadratic Systems
Jafar Abbaszadeh Chekan, Cedric Langbort
https://arxiv.org/abs/2406.07746

Fully Adaptive Regret-Guaranteed Algorithm for Control of Linear Quadratic Systems
The first algorithm for the Linear Quadratic (LQ) control problem with an unknown system model, featuring a regret of $\mathcal{O}(\sqrt{T})$, was introduced by Abbasi-Yadkori and Szepesvári (2011). Recognizing the computational complexity of this algorithm, subsequent efforts (see Cohen et al. (2019), Mania et al. (2019), Faradonbeh et al. (2020a), and Kargin et al.(2022)) have been dedicated to proposing algorithms that are computationally tractable while preserving this order of regret. Alt…