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JMS61
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Is Stephen Hawking's Black Hole Math still considered speculative physics by the physics community?
phyzguy said:Do you mean Hawking radiation? Since there are no measurements confirming that Hawking radiation exists, then I think it would have to still be considered speculative. Or perhaps "unconfirmed" is a better word.
Can you give me an example of absolutely proven physics?JMS61 said:absolutely proven physics.
phyzguy said:Do you mean Hawking radiation? Since there are no measurements confirming that Hawking radiation exists, then I think it would have to still be considered speculative. Or perhaps "unconfirmed" is a better word.
Yes, Stephen Hawking's black hole math is still considered accurate. His theories and equations have been extensively tested and have been used to make numerous predictions which have been confirmed through observation and experimentation.
Stephen Hawking made significant contributions to our understanding of black holes through his development of theoretical frameworks and equations that explained their behavior and properties. He also proposed the concept of Hawking radiation, which is the emission of particles from a black hole due to quantum effects.
Yes, Stephen Hawking's black hole math has been extensively tested and has been proven to accurately describe the behavior of black holes. However, there are still ongoing research and studies in the field of black hole physics to further refine and expand upon Hawking's theories.
Yes, Stephen Hawking's black hole math can be applied to all types of black holes, including stellar-mass black holes, intermediate-mass black holes, and supermassive black holes. His equations have been used to study and understand various properties of these different types of black holes.
Stephen Hawking's black hole math has had a profound impact on the field of physics. His theories have not only advanced our understanding of black holes but have also led to new insights into other areas of physics, such as quantum mechanics, thermodynamics, and the nature of space and time. His work continues to inspire and influence current research in these fields.