New Research Could Resolve Stephen Hawking’s Black Hole Radiation Paradox

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New Research Could Resolve Stephen Hawking’s ****** ***** Radiation Paradox

The traditional view of ****** holes, as proposed by Karl Schwarzschild in 1916, suggests they consist of two main features: a singularity and an event horizon. This model faces challenges when combined with quantum mechanics, especially following Stephen Hawking’s discovery of Hawking radiation in the 1970s. According to this theory, ****** holes emit radiation due to quantum effects near their event horizon, causing them to lose mass over time. This raises a significant issue: if a ****** ***** completely evaporates, what happens to the information about the matter that formed it?

The Frozen Star Concept

New research proposes that ****** holes might instead be “frozen stars.” These entities would not possess singularities or event horizons but could still mimic the observable characteristics of ****** holes. Ramy Brustein, a physicist at Ben-Gurion University, leads this innovative theory, suggesting that if frozen stars exist, they might require a fundamental modification of Einstein’s general relativity.

Implications for Physics

The frozen star model could resolve key paradoxes in ****** ***** physics, such as the information loss paradox. These objects avoid the issues tied to singularities by not collapsing into infinitely dense points. Researchers believe testing this

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could yield crucial insights, particularly through gravitational waves produced during cosmic events like ****** ***** mergers. Identifying characteristics unique to frozen stars could provide the experimental evidence to validate this new model.

Looking Ahead

While the frozen star theory opens intriguing possibilities, much work ******** to clarify their internal structures and distinguish them from other cosmic phenomena like neutron stars. Brustein emphasises the potential revolutionary impact this theory could have if validated through observational data from gravitational wave observatories.

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