Black holes, like vinyl records of the universe, hold encoded information waiting to be retrieved. This is how it appears to work.

 Black holes, like vinyl records of the universe, hold encoded information waiting to be retrieved. This is how it appears to work.

In the context of the Quantum Information Hypothesis (QIH, pronounced KEY) theory, let’s imagine a black hole as a massive vinyl record and delve deeper into how the holographic screen is akin to the speakers on a record player. The holographic screen represents the mysterious boundary of the black hole, and just like the speakers on a record player produce sound, the holographic screen contains encoded information about the black hole’s properties. Here’s how it works:

* Holographic Screen as Speakers: In the analogy, we consider the holographic screen surrounding the black hole to be analogous to the speakers on a record player. When we play a vinyl record, the sound is produced by the vibrations of the record’s grooves. Similarly, the holographic screen stores information encoded on the black hole’s boundary (the photon sphere) in the form of probability wave functions. This stored information can be thought of as “sound” in the context of the analogy.

* Information Retrieval through hf=mc² — The Lock and Key: In the QIH framework, the famous equation E=mc² takes on a new meaning. The energy (E) of the Hawking radiation photons is proportional to their frequency (f), and this energy can be related to the information encoded on the holographic screen. Much like a lock and key mechanism, the photons’ frequencies (the key) act as a tool to unlock the encoded information (the lock) on the holographic screen. In this way, the equation hf=mc² plays a crucial role in retrieving the encoded information from the photon sphere.

Interaction and Decoding: As Hawking radiation interacts with the bumpy surface of the photon sphere, it “reads” the encoded information stored on the holographic screen. The radiation acts like a “needle” on the record player, picking up the subtle details and patterns imprinted in the grooves of the photon sphere. The information read from the holographic screen contains probabilities of finding particles with specific properties, such as velocity, acceleration, and other characteristics.

* Inferring Probability of 0 and 1, Velocity, and Acceleration: The interaction between Hawking radiation and the photon sphere allows scientists to infer the probabilities of finding particles with different properties. These probabilities are akin to the “0s” and “1s” in quantum information theory, representing the likelihood of a particular particle having a specific property. Additionally, the information gathered from the holographic screen provides insights into the velocity, acceleration, and other characteristics of the particles that have fallen into the black hole. The cosine of the angle of Hawking radiation defines probability of 0 or 1 and the percentage of the speed of light encoded. The rate that the angle of Hawking radiation changes with respect to time encodes acceleration. Einstein proved acceleration and gravity are indistinguishable and equivalent so by describing acceleration in terms of light we are also describing gravity with light.

Understanding the Black Hole’s Contents and Gravity: By studying the information read from the holographic screen, scientists can gain a deeper understanding of what lies within the black hole. The holographic screen serves as a repository of data about the particles that have entered the black hole, effectively “playing back” the history and properties of these particles. Moreover, the information gathered through hf=mc² and the interaction with the holographic screen contributes to our understanding of gravity and how it manifests within the black hole.

In summary, the holographic screen, like the speakers on a record player, acts as a “speaker” of the encoded information from the black hole’s boundary. The application of hf=mc², akin to a lock and key mechanism, allows scientists to retrieve information from the photon sphere, which gives insights into probabilities, velocity, acceleration, and gravity within the black hole. Through this innovative approach, we uncover profound connections between quantum mechanics, gravity, and information theory, paving the way for deeper insights into the nature of black holes and the universe itself.