Tootfinder

🔊 #NowPlaying on KEXP's #ElSonido
Mon Laferte:
🎵 Autopoiética
#MonLaferte
https://open.spotify.com/track/7vNHNUWpNNW9G5hokRWVpH

A Montenegro court rules that Terraform Labs co-founder Do Kwon should be extradited to S. Korea, reversing another court's decision to extradite him to the US (MK Manoylov/The Block)
https://www.theblock.co/post/281138/do-kwo

🔊 #NowPlaying on KEXP's #VarietyMix
Mon Laferte:
🎵 Obra de Dios
#MonLaferte
https://open.spotify.com/track/764bq55JYDxvXkF8I37VQp

Logic-Based Discrete-Steepest Descent: A Solution Method for Process Synthesis Generalized Disjunctive Programs
Daniel Ovalle, David A. Li\~n\'an, Albert Lee, Jorge M. G\'omez, Luis Ricardez-Sandoval, Ignacio E. Grossmann, David E. Bernal Neira
https://arxiv.org/abs/2405.05358

Logic-Based Discrete-Steepest Descent: A Solution Method for Process Synthesis Generalized Disjunctive Programs
The optimization of chemical processes is challenging due to the nonlinearities arising from process physics and discrete design decisions. In particular, optimal synthesis and design of chemical processes can be posed as a Generalized Disjunctive Programming (GDP) superstructure problem. Various solution methods are available to address these problems, such as reformulating them as Mixed-Integer Nonlinear Programming (MINLP) problems; nevertheless, algorithms explicitly designed to solve the G…

🔊 #NowPlaying on BBCRadio2's #RomeshRanganathan:ForTheLoveOfHipHop
Monie Love:
🎵 It's A Shame (My Sister)
#MonieLove
https://open.spotify.com/track/6ir6C7AHGMVLGQN7hv7gTA
https://djbillbass.bandcamp.com/track/monie-love-its-a-shame-hook-first

Restricting operators to thick Hilbert C*-submodules
V. Manuilov
https://arxiv.org/abs/2404.04185 https://arxiv.org/pdf/2404.04185

Restricting operators to thick Hilbert C*-submodules
Given an essential ideal $J\subset A$ of a C*-algebra $A$, and a Hilbert C*-module $M$ over $A$, we place $M$ between two other Hilbert C*-modules over $A$, $M_J\subset M\subset M^J$, in such a way that each submodule here is thick, i.e. its orthogonal conmplement in the greater module is trivial. We introduce the class $\mathbb B_J(M)$ of $J$-adjointable operators on a Hilbert C*-module $M$ over $A$, and prove that this class isometrically embeds into the C*-algebras of all adjointable operato…

The available open source libraries for generating human models (MakeHuman, ManuelBastioniLab) appear to be written in #Python. I need something like this, but I'm working primarily in #Clojure. I'm wondering whether it would be easier to load one of the existing libraries into Jython and try to …

NYC-based Web3 infrastructure company Xion raised $25M, reportedly a Series A, from Animoca Brands, Laser Digital, Multicoin, Arrington Capital, and others (MK Manoylov/The Block)
https://www.theblock.co/post/285865/web3-infrastructu…

On the character tables of the finite reductive groups $E_6(q)_{\text{ad}}$ and ${^2\!E}_6(q)_{\text{ad}}$
Meinolf Geck
https://arxiv.org/abs/2403.02434 ht…

On the character tables of the finite reductive groups $E_6(q)_{\text{ad}}$ and ${^2\!E}_6(q)_{\text{ad}}$
We show how the character tables of the groups $E_6(q)_{\text{ad}}$ and ${^2\!E}_6(q)_{\text{ad}}$ can be constructed, where $q$ is a power of~$2$. (Partial results are also obtained for the case where $q$ is a power of any prime $\neq 3$.) This is based on previous work by Hetz, Lusztig, Malle, Mizuno and Shoji, plus some computations using Michel's version of {\sf CHEVIE}. We also need some general results that are specific to groups where centralisers of semisimple elements are possibly not …

🔊 #NowPlaying on KEXP's #Early
Mon Laferte:
🎵 Obra de Dios
#MonLaferte
https://open.spotify.com/track/764bq55JYDxvXkF8I37VQp