The holographic secret of black holes

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As weird as it might sound, black holes appear to be holograms. In the 1980’s physicist Jacob Bekenstein was able to calculate exactly how much a black hole grew. If you add a single bit of information to a black hole, its surface area increases by exactly one Planck unit.

The holographic principle states that the universe is a hologram, with the information “inscribed” on its surface. This suggests that the three-dimensional universe is mathematically connected to the two-dimensional universe. 

the holographic secret of black holes is that information seems to stay on the event horizon, responding directly to that information. This suggests that black holes are holograms, encoding three-dimensional information on their two-dimensional surfaces. 

Black holes are places in space where gravity pulls so much that even light cannot escape. The gravity is so strong because matter has been squeezed into a tiny space. This can happen when a star is dying. 

Black holes can exist in both two dimensions and three dimensions at the same time. New math helps to define and explore the surface and interior of black holes.

In the 1980s, physicist Jacob Bekenstein calculated that a black hole’s surface area increases by one Planck unit for every bit of information it absorbs. This suggests a quantum gravitational effect unique to black holes

Bekenstein also attributed entropy to black holes, suggesting that the entropy of black holes is proportional to the surface area of the black hole’s event horizon. 

Holography is a technique that allows a wavefront to be recorded and reconstructed. It’s best known for generating three-dimensional images, but it has many other applications. 

Black holes appear to be holograms because they align with Einstein’s theory of relativity. Einstein’s theory describes black holes as three-dimensional, spherical, simple, and smooth. 

Holographic duality suggests that the three-dimensional universe, like the space inside black holes, is mathematically connected to the two-dimensional universe. It presents the fabric of spacetime as a 3D hologram “projected” by 2D webs

The Bekenstein bound is a limit on the amount of entropy that can be contained in a physical system with a given size and energy. It’s also known as the universal entropy bound

The Bekenstein bound is an upper limit on the amount of information needed to describe a physical system down to the quantum level. It’s often interpreted as a fundamental limit on the information that can be stored by physical objects. 

The Bekenstein bound fails when applied to an infinite universe. Bekenstein specified conditions for the validity of his bounds, including: 

  • The system must be of constant, finite size 
  • The system must have limited self-gravity 
  • The system must not contain matter components with negative energy density 

Bousso’s covarient entropy bound is a current attempt to extend the Bekenstein bound. It works for an infinite universe as well as for systems conforming to Bekenstein’s original restrictions

The entropy bound of a black hole is proportional to the area of its event horizon. The entropy of a black hole is given by the formula S=kA4lP, where k is Boltzmann’s constant and lP is the Planck length. 

The Bekenstein-Hawking entropy of a black hole is also proportional to its horizon area. This means that in two spacetime dimensions, the entropy is constant because the horizon degenerates into two points. 

Black hole entropy is a concept with geometric roots, but with many physical consequences. It ties together notions from gravitation, thermodynamics, and quantum theory. 

The second law of thermodynamics requires that black holes have entropy. If black holes carried no entropy, it would be possible to violate the second law by throwing mass into the black hole

The holographic principle suggests that the universe is a hologram, with its contents inscribed on a two-dimensional surface

According to this principle, information entering a black hole is more connected to its surface than its volume. The information appears to remain on the event horizon and respond directly to it. 

The holographic principle also states that the entropy of ordinary mass is proportional to surface area and not volume. This means that volume is illusory and the universe is actually a hologram

According to quantum mechanics, information is preserved under any circumstances. However, black holes seem to destroy information about the state of a closed system. This is known as the black hole information paradox

Physicists have proven that black holes can shed information, which seems impossible by definition. However, the radiation leaking out of black holes (known as Hawking radiation) is thermal, which can’t carry information. Hawking also discovered that the information can’t stay locked in the black hole forever

Black holes seem to be holograms because they appear to be three-dimensional, just like holograms. This idea aligns with Einstein’s theory of relativity, which describes black holes as three dimensional, simple, spherical, and smooth

One hypothesis that might connect the two theories is an idea that the motions of particles in a two-dimensional plane above the black hole reflect the three-dimensional motions of the black hole, almost like a holographic projection

Black holes are four-dimensional-objects, extending across all four dimensions of the universe. These dimensions include three spatial dimensions and one time dimension

Black holes are also three-dimensional objects, but their surface has only two spatial dimensions. 

Black holes are celestial bodies like planets or stars, but they have so much mass that light cannot escape their gravity. They are created when giant stars collapse, and perhaps by other methods that are still unknown

The holographic principle states that the universe is a hologram that’s isomorphic to the information on its surface. It also states that the entropy of ordinary mass is proportional to surface area and not volume. 

The holographic principle helps solve some of the puzzles that arise when trying to combine quantum mechanics and general relativity. 

The holographic principle also claims that our physical world is an illusion projected by our brains. This illusion is created as energy fields are decoded into the three-dimensional universe we see around us.

(Full article source google)

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3 thoughts on “The holographic secret of black holes

  1. Black holes don’t exist. Black holes can’t exist. You cannot divide by zero. It’s Einsteins final standing joke on humanity in the field equations. For further information look up Stephen Crothers. He’s better at advanced mathematics than I am.

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