What Is Universe, Really { Lenoard Susskind }

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#1 •••

What Is the Universe, Really { Leonard Susskind } Gotta love this guy.

https://www.youtube.com/watch?v=sEED3_5ghYw

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#2 •••

If I were to have one TOE cosmic principle, it would be like this:


..--> Bilateral{ left and right } twoness is inherent to Universe's existence and can never exist without a third-ness of relationship between the bilateral set.


I mention this because Leo mentions us not knowing if there is quantum information state, that has a single principle or law associated with it. I would say complementary to the holographic space of his conclusions.


I dont mine idea of 2D outer surface geometry/shape/patterns, however, I say that 2D eternally exists along with the internal 3D volumetric space of Universe. We have to remmeber that Leos AdS/CFT is a mathematical concept only, that, is closet that comes to mapping our Universe.

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#3 •••

Susskind argues that human brains are evolved for 3D, making the true, higher dimensional nature of the universe unimaginable without abstract mathematics.

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#4 •••

Quantum information state > space and time Universe @ and its complementary set{ finite } of physical laws and cosmic principles.


So is Leos ' information ' no D, 1D, 2D. Holography deals with an outer boundary { 2D surface } as found with black hole maths.


I do not believe 3D comes from 2D. 2D is part of 3D.


1} Archimedes discovery that, a spheres outer surface is equal to four equatorial cross sections { circles } areas of that sphere. And that is a spherical cubo-octahedron or a Fuller refers to it, a Vector Equlibrium { VE }, because,


it has 24 convergent, circumferential edges{ vectors } and,


24 divergent radii from the nuclear center.

When constructed from from four circles.

See Graphic B in following link to synergetics

https://www.rwgrayprojects.com/synergetics/s04/figs/f5511.html



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#5 •••

The work often attributed to Leonard Susskind concludes that the maximum information in a 3D region is entirely described by 2D information inscribed on its boundary.

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