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A stunning visualization born from a collaboration with @manlius.bsky.social: 55,486 galaxies and 29,555 streamlines tracing how matter flows across our local universe, built on data from the CosmicFlows-4 project. Article in the first reply 👇

31,504 次观看 • 6 个月前 •via X (Twitter)

34 条评论

Mathelirium 的头像
Mathelirium6 个月前

@Manlius incredible work! I only ever managed some static plots from the data sets.

Simone Conradi 的头像
Simone Conradi6 个月前

@Manlius Thank you! Made with python and pygfx!

Simone Conradi 的头像
Simone Conradi6 个月前

Code:

David5D 的头像
David5D6 个月前

@Manlius Absolutely brilliant visualization! Meanwhile we have to go to the other end of the universe just to get one single photon

Oscar Castro Garcia 的头像
Oscar Castro Garcia6 个月前

@Manlius It is slime mold pattern...

Jamie 💜 的头像
Jamie 💜6 个月前

@roydherbert @Manlius I’ve seen this before in a vision. Like a light web connecting everything!

postTenebrasLux 的头像
postTenebrasLux5 个月前

@Manlius applause!!

Aaryaman Sharma 的头像
Aaryaman Sharma6 个月前

@Manlius This is stunning

Roy 的头像
Roy6 个月前

@Manlius Flows... 😉

Mark Neumann 的头像
Mark Neumann6 个月前

@Manlius The "atomic" elements of structure informing the stunning visualizations of data gained from decades of telescopic data. Somewhere there. Within. Informing global structure.

D.W. McAliley 的头像
D.W. McAliley6 个月前

@Manlius It's crazy how much this looks like interneuron connections

Mark Neumann 的头像
Mark Neumann6 个月前

@Manlius Beautiful. Truly. On the level of technique. Modern art is found HERE! NOT in the museums and auction houses.

ASYNSIS 的头像
ASYNSIS6 个月前

@Manlius #FormFollowsFlow applies at truly cosmological scales. Could this fractal distribution also apply to a naturally-selected Multiverse?

j ohnn 的头像
j ohnn6 个月前

@Manlius Love it

Dr. V. L. Metric 的头像
Dr. V. L. Metric6 个月前

@Manlius The Holographic Paradigm v44: Quantum Holographic Encoding, Fractional Winding Signatures, Entanglement Geometry, M-Theory Correspondence, and Resolution of the Vacuum Catastrophe via Ray-Singer Torsion

Giacomo Bruzzo 的头像
Giacomo Bruzzo5 个月前

@Manlius È meraviglioso

Stock Wizard 的头像
Stock Wizard6 个月前

@Manlius Astounding

HGSena 的头像
HGSena6 个月前

@Manlius If this is true, then this will help us explain the expansion and contraction at the quantum level. As above so below and visa versa to infinity.

Joseph Paul Duffey 的头像
Joseph Paul Duffey6 个月前

@Manlius To me, this resonates as a dodecahedral honeycomb structure. I think that the 4D & 5D polytopes are real components of astrophysical systems via flow, in time, of whole systems. In other words, a 120 cell /600 cell genuinely maps a galaxy, as a whole system, via their inversion.

WilderBlairMunroAKUSA ... !⦧𝘖‑𝘖 ⌖⏁☮󠅡 的头像
WilderBlairMunroAKUSA ... !⦧𝘖‑𝘖 ⌖⏁☮󠅡5 个月前

@Manlius Are rectangular coordinates the natural way to represent/visualize/generate ...or does it even matter for systems like that? (assuming the box reflects the geometry of the visualization as generated... ...is that accurate?)

Kian Trevino 的头像
Kian Trevino6 个月前

@Manlius Evaluating digital privacy requires comparing it with alternative approaches under realistic constraints over the next decade.

That AI Guy 的头像
That AI Guy6 个月前

@Manlius

Sagacity Sweet Science 的头像
Sagacity Sweet Science6 个月前

@Manlius Amazing visuals! Not to step on any toes or steal your thunder, but it’s quite similar to ours! Though yours is visually stunning! The parallels are quite stark, no!? Similar wavelengths! Great work! Happy hunting!

(φ) Phil mot-su 的头像
(φ) Phil mot-su6 个月前

@coherence @Manlius Insane! Just thanks a lot

Lily Godden 的头像
Lily Godden4 个月前

@Manlius Stunning!

Æ 的头像
Æ5 个月前

@Manlius Love this one.

Heliosphere Physics & Spaceflight 的头像
Heliosphere Physics & Spaceflight6 个月前

@Manlius What is fascinating is the apparent density of galaxies in almost threads and almost nothing in between. Yet even in these “dense” areas, they are still virtually empty of visible matter (emitting EMR)

Ian 的头像
Ian6 个月前

@Manlius It is quite the dynamic system.

JFK Whitlam 的头像
JFK Whitlam6 个月前

@Manlius Is that blue structure left the Vela supercluster?

Paulo Roberto 的头像
Paulo Roberto6 个月前

@Manlius

Nomad 的头像
Nomad6 个月前

@Manlius Hi, my work predictes exactly this kind of pressure-gradient look. Would enjoy a discussion.

Care 的头像
Care6 个月前

@Manlius 🔥

Quipping the Life Sarcastic 👽🛸 的头像
Quipping the Life Sarcastic 👽🛸6 个月前

@jamiesfocus @Manlius So are these like incredibly vast Birkeland currents?

RealSmith 的头像
RealSmith6 个月前

@Manlius A tree

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