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Stephen Hawking'S Black Hole Paradox May Finally Have A Solution

Stephen Hawking'S Black Hole Paradox May Finally Have A Solution

By neetesh crouchPublished 2 years ago 4 min read
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Stephen Hawking'S Black Hole Paradox May Finally Have A Solution
Photo by Sven Brandsma on Unsplash

Scientists have solved the 50-year-old black hole puzzle first proposed by Professor Stephen Hawking that once threatened Professor Stephen Hawking's understanding of the universe. Researchers have probably solved the famous myth of Professor Stephen Hawking of the abyss, a mystery that has puzzled scientists for nearly a century. Stephen Hawking left physicists with the mystery of black holes, and now physicists think they have a solution.

Ironically, the late Stephen Hawking left us one of his first works throughout the black hole, encouraging researchers to explore possible solutions for the best part of the century. This paradox has plagued scientists for some 50 years and has caused some to question the fundamental laws of physics. One result of Hawking's paradox was the contradiction of these two basic theories.

The discovery may ultimately solve the mystery of the black hole information proposed in the 1970s by Stephen Hawking and may help to link the ideas of general relativity with quantum mechanics. The wormhole network could solve the basic puzzle first proposed by Stephen Hawking. The mystery of the black hole information was unresolved.

The complexity of black hole information compares quantum mechanics with conventional relation, in which, on the other hand, nothing can leave a black hole due to gravity. On the other hand, in quantum mechanics, there is radiation. The paradox of black hole information exists because, according to Hawkins statistics, some electromagnetic radiation does not contain any information about the "food" history of a particular black hole during its existence.

Quantum Hair allows you to keep track of the details of their makeup, solving complexity. The so-called "quantum hair" is the answer to the problem, according to two new studies. This is what is known as quantum hair, ”said Roberto Casadio, a professor of theoretical physics at the University of Bologna.

The authors call it the "quantum hair of gravity" because their theory replaces the earlier concept of "hairless theorem" founded in the 1960s. Recently, scientists have claimed to have solved the mystery, in part relying on black holes to have what they call "gravity's quantum hair." Two new studies on problem solving, entitled "Quantum Hair and Black Hole Information" and "Quantum Hair from Gravity", have been published in Physics Letters B and Physical Review Letters, respectively.

In a follow-up paper published in the independent journal Physics Letters B, Professor Xavier Calmet of the University of Sussex's School of Mathematics and Physical Sciences and Professor Stephen Hsu of Michigan State University claimed that quantum hair solves the mystery of Professor Stephen Hawking's knowledge. About dark holes. An international team of physicists, including a professor and a graduate student at the University of Sussex, are co-authors of two papers that can make a significant contribution to our understanding of black holes and claim to solve a problem that almost confuses scientists. In January of this year, Hawking issued a statement saying that Hawking's statistics were incorrect and that he had come up with a new theory that would allow people to understand information spaces.

At a conference hosted this week by the Royal Institute of Technology KTH, renowned physicist Stephen Hawking gave one of two answers. When he calculated that the black holes had to evaporate gradually, emitting what is now called Stephen Hawking's radiation, he also created a problem. Hawking statistics showed that all black holes evaporate slowly, but the extracellular particles have no trace of the quantum information they contain.

In doing so, the researchers showed that although the resulting black holes may be similar in control, size and spin, their gravitational fields differ, leaving traces of quantum information in constructive stars. With a series of sensible steps on how gravitons might behave with a certain force, the team demonstrated a logical model of how information inside a black hole stays connected to its surroundings with its point of no return, similar to a small Perturb of a black hole. the field (hair) of its dark hole.

I would not say I understand physics as much has been learned in the past, except that there is no known mechanism for the formation of white holes, white holes have never been seen to exist, and white holes do not appear when the stars collapse. Even if one of the theories is correct, what comes out of the white hole is an explosion of power, not an investigation, and certainly not human. Natural scientists believe that although particles falling into a black hole may disappear, their information continues to move toward the extinction edge in the soft hair of quantum particles.

About half a century ago, naturalist Stephen Hawking discovered that black holes work in a way that changes the wave nature of the surrounding quantum fields, allowing for the production of thermal radiation. Countless solutions have been proposed, including a "firewall theory" in which information should have been burned before a black hole, a "fluffball theory" in which black holes were thought to have incomprehensible boundaries, and various unusual strings of string theory. . Solution does not require speculative ideas, instead our research shows that these two ideas can be used to calculate black holes consistently and explain how information is stored without the need for new physics.

Although this proposal clearly explains why we cannot see any of these hairs, Stephen Hawking cut them into 1,000 pieces in the 1970's. The term was to memorize the theory of physicist John Archibald Wheeler in the 1960s that black holes have no visible characteristics other than their assigned weight, physicist rotates and loads their black holes - and Wheeler, then argued that black holes are not the same. t h

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