Physicists Utilize the Holographic Correspondence Conjecture to Describe Quantum Teleportation of Qubits Via a Traversable Wormhole Spacetime Geometry: researchers have begun testing a quantum gravity theory by employing the entanglement states achievable within quantum computers. In a recent experiment, a research team used Google’s Sycamore quantum computer to test the teleportation of nine qubits to see if the quintessentially quantum mechanical process could produce the same signal as if the qubits had traversed through a micro-wormhole. As reported in the journal Nature, the research team provides the data that they say confirms the holographic correspondence between quantum teleportation and traversing through a microscopic spacetime Einstein-Rosen bridge (also known as a wormhole), indicating that gravitation is operational at the scale of particle interactions, and spacetime geometry may underlie quantum mechanics.
By RSF scientists Dr. Inés Urdaneta...
Image credit: Shutterstock
Many compact gravitational objects in the cosmos such as black holes, naked singularities, and wormholes, can only be detected by their shadows’ signatures. Distinguishing their different natures through their shadows is a difficult task because many times their shadows are very similar. Therefore, we can’t rely exclusively on this information to discern unambiguously the specific spacetime geometries from the objects.
For instance, the radio images obtained from the Event Horizon Telescope to directly observe the accretion disks of the supermassive black holes in the galactic centers, are hard to interpret since the information about their gravitational field is coupled non-linearly to the magneto-hydrodynamics of the system.
The main feature analyzed in such images, is their intensity profile. An interesting approach to constrain further the space time geometry, is to...
Scientists utilize elements of the Haramein Quantum Gravity Holographic Solution to solve the Black Hole Information Loss Paradox
In our quotidian experience the feature of spacetime locality seems to be an indelible feature of a rational reality; the idea that effects follow their causes gives us a sense (however illusionary) that there is a natural chronology to our reality. From the theory of relativity, we know that the simultaneity of relativity requires that no signal or information travel faster than the speed of light. Faster-than-light, or superluminal signals results in closed timelike curves, and in general relativity closed timelike curves can break causality with remarkable and unsettling consequences. At the classical level, they induce causal paradoxes disturbing enough to motivate conjectures that explicitly prevent their existence (Hawking's chronology protection conjecture). If a signal were to...
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