Tootfinder

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Oma:
🎵 Do for love
#Oma
https://omauk.bandcamp.com/track/oma-do-for-love-2pac

Histoires d’avion, histoires de famille, une conférence de François-Xavier Meyer, dit Fifou (vidéo de 35 minutes)
#Madagascar

Counting $U(N)^{\otimes r}\otimes O(N)^{\otimes q}$ invariants and tensor model observables
Remi Cocou Avohou, Joseph Ben Geloun, Reiko Toriumi
https://arxiv.org/abs/2404.16404

Counting $U(N)^{\otimes r}\otimes O(N)^{\otimes q}$ invariants and tensor model observables
$U(N)^{\otimes r} \otimes O(N)^{\otimes q}$ invariants are constructed by contractions of complex tensors of order $r+q$, also denoted $(r,q)$. These tensors transform under $r$ fundamental representations of the unitary group $U(N)$ and $q$ fundamental representations of the orthogonal group $O(N)$. Therefore, $U(N)^{\otimes r} \otimes O(N)^{\otimes q}$ invariants are tensor model observables endowed with a tensor field of order $(r,q)$. We enumerate these observables using group theoretic for…

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Brisa Roche:
🎵 Beau oui comme Bowie
#BrisaRoche
https://open.spotify.com/track/4pT1WD6yGH6lmF74IP7o3V

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Caetano Veloso:
🎵 María la O
#CaetanoVeloso
https://open.spotify.com/track/5XJBuAmLuV2JFiQsT00wYB

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Caetano Veloso:
🎵 María la O
#CaetanoVeloso
https://open.spotify.com/track/5XJBuAmLuV2JFiQsT00wYB

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The Smiths:
🎵 I don't owe you anything
#TheSmiths
https://open.spotify.com/track/4WKdgb3xzbTSU7WT3kK3na
https://janice.bandcamp.com/track/i-dont-owe-you-anything

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Pedro Mizutani:
🎵 Chuva de verão
#PedroMizutani
https://open.spotify.com/track/091QzRtg5iKapgiz6MtvLE
https://niceguysweare.bandcamp.com/album/pedro-mizutani-chuva-de-verao-jex-opolis-remix

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El Cachivache Quinteto:
🎵 El sueño del pibe canta Maradona
#ElCachivacheQuinteto
https://open.spotify.com/track/0ZqosZZHkiQX1Ia7E4zZj1