Asking AI how to solve unsolved Physics. Some of the latest Physics questions answered by AI! Hologram of a hologram?

Note: The following are generated by an inquisitive mind using AI. So some of the content is replicated as it is from AI, and hence the references that AI directly or indirectly refers to.

We study holograms, the latest state-of-the-art problem in Physics research at premium institutions. The author is asking inference questions.

Would AI be given a Nobel prize one day in sharing mode? If it solves it?

— A hologram concept in Physics is recording light and projecting it in a lower dimension. The inference can be that the universe may be a lower-dimensional projection. Amplitude and path of light are measured, not just the brightness, as is typically done.

— The Holographic Principle: The entire information of a region can be mathematically encoded on a lower-dimensional boundary. So, a higher-dimensional object can be projected to a 2D space.

— Why Physicists Study It — (a) to solve the black hole paradox (Stephen Hawking discovered that black holes radiate energy and eventually evaporate, thus raising the question of where the matter that falls inside goes? “If information about matter entering a black hole disappears completely, does quantum mechanics break down?” The holographic principle suggests that the information may instead be stored on the event horizon or encoded in an equivalent lower-dimensional description, allowing information to be preserved. (b) Unifying Physics: It bridges the gap between quantum mechanics and general relativity (the science of gravity and space-time).

Researchers not limited to following elite places.

• Perimeter Institute
• Harvard University
• Princeton’s Institute for Advanced Study
• Oxford and Cambridge Universities

Why It Matters

By encoding the physics of the entire cosmos into a lower-dimensional boundary, researchers in Physics and Mathematics departments get to play with infinite-dimensional symmetry groups (such as the BMS group). Hence, answering questions on what happens inside black holes.

BMS Group: Bondi–van der Burg–Metzner–Sachs (BMS) group

These ideas are helping research in (a) black hole interiors, (b) where does information go during black hole evaporation, and (c ) the origin of space-time.

Note: There is no direct experimental evidence that our Universe is literally a hologram.

Answer by ChatGPT:

Next question to ChatGPT: Can we project this universe to an even smaller dimension?

Can we create a lower-dimensional hologram of this universe, which is itself a hologram of a higher dimension?

Yes, dimension is lost; information is preserved in some sparse projections.

In the next hologram, this is lost even further.

Do we need a hologram of a hologram?

Can we go from a higher dimension to a lower dimension? How do we do the reverse? That is, how do we get back to the bigger cosmos from our universe? BMS group?

There is a Universe in question~

Then there is a hologram in question~

So we can have handle to universe in the BMS Group~

And we can have the hologram as a transformation! Invertible or not is not a question right now! But it can be a question.

Can a hologram be molded as an invertible transformation?

Here is answer from Meta AI

That is all we need:

A universe which can be projected up and down and differnces can be found as a set differnce for outliers.

And,

A mapping of the guiding Physics in higher dimensions to lower dimensions.

So we have a Universe- it can be a cosmic universe, or it can be our universe, which is considered a Holographic image of the cosmic.

Then we have a projection map. If it is invertible we can study its working.

The universe can be a field, but here we get it to be a BMS Group.

Question to AI: Give examples of going from a hologram of this universe to a cosmic universe. You can use BMS Group!

Summary by Meta AI

• The hologram here means the boundary data at null infinity.
• The BMS group organizes symmetries and transformations on this holographic data.
• Using the BMS structure and boundary information, you perform an invertible transformation reconstructing the full cosmic universe (bulk spacetime).

This is a powerful way holographic principles, symmetry groups, and boundary physics come together in theoretical physics to potentially describe our entire universe from a lower-dimensional boundary.

If you want, I can share a bit more on how the BMS group mathematically looks or its physical implications!

Hologram of a hologram?

Can we get back what we projected? And vice versa? Invertible transformations?

Here is answer by Microsoft Copilot:

Inverse of a hologram?

Can the inverse of Hologram solve Black Hole Mystery?

My plan limits ends here on Meta AI, chatGPT, and even of Copilot!

To be continued…

Thank you for reading.

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