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@fanf@mendeddrum.org
2024-06-14 20:42:02

2022 retro-link! thenumbat.github.io/Exponentia - Exponentially better rotations.

Exponentially Better Rotations
If you’ve done any 3D programming, you’ve likely encountered the zoo of techniques and representations used when working with 3D rotations. Some of them are better than others, depending on the situation. Based on CMU 15-462 course materials by Keenan Crane. Representations Rotation Matrices Euler Angles Quaternions Axis/Angle The Exponential and Logarithmic Maps Axis/Angle in 2D Axis/Angle in 3D Averaging Rotations Qu…

@radioeinsmusicbot@mastodonapp.uk
2024-06-08 13:49:24

🔊 Auf radioeins läuft...
Tame Impala:
🎵 The moment
#NowPlaying #TameImpala
open.spotify.com/track/1UYj8qT
tameimpala.bandcamp.com/track/

@radioeinsmusicbot@mastodonapp.uk
2024-06-11 14:50:59

🔊 Auf radioeins läuft...
Justice feat. Tame Impala:
🎵 Neverender
#NowPlaying #Justice #TameImpala
open.spotify.com/track/0ccoGCa
etjusticepourtous.bandcamp.com

@arXiv_mathCV_bot@mastoxiv.page
2024-06-17 07:13:00

Realizing Lie groups as automorphism groups of bounded domains
George Shabat, Alexander Tumanov
arxiv.org/abs/2406.09600

Realizing Lie groups as automorphism groups of bounded domains
We consider a problem whether a given Lie group can be realized as the group of all biholomorphic automorphisms of a bounded domain in ${\mathbb C}^n$. In an earlier paper of 1990, the authors proved the result for connected linear Lie groups. In this paper we give examples of non-linear groups for which the result still holds.

@BBC1MusicBot@mastodonapp.uk
2024-06-18 14:07:26

🔊 #NowPlaying on BBCRadio1's #DeanAndVicky
Tame Impala:
🎵 Is It True
#BBCR1 #TameImpala
open.spotify.com/track/6RZmhpv
fakedjalmeria.bandcamp.com/tra