- #1
eljose79
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let be e>0 but small so quantum gravity is renormalizable then what would be the calculation of mass and charge of it depending on e,now let,s take the limit e--->0 what would we have?...
eljose79 said:let be e>0 but small so quantum gravity is renormalizable then what would be the calculation of mass and charge of it depending on e,now let,s take the limit e--->0 what would we have?...
marlon said:Excuse me ?
marlon
Quantum gravity in 4-e dimension is a theory that attempts to unite the principles of quantum mechanics and general relativity in a four-dimensional space-time. It explores the fundamental nature of gravity at a microscopic level and how it interacts with other fundamental forces.
Unlike classical theories of gravity, such as Newton's law of gravitation and Einstein's theory of general relativity, quantum gravity in 4-e dimension takes into account the principles of quantum mechanics and the discrete nature of space-time. It also attempts to explain the behavior of gravity at extremely small scales, such as the Planck scale.
One of the main challenges in understanding quantum gravity in 4-e dimension is the lack of experimental evidence and the difficulty in testing the theory. Additionally, there are still many unanswered questions about the nature of space-time and how it interacts with matter and energy at a quantum level.
Quantum gravity in 4-e dimension is an interdisciplinary field that combines principles from quantum mechanics, general relativity, and other areas of physics such as particle physics and cosmology. It is also closely related to other theories, such as string theory and loop quantum gravity.
Understanding quantum gravity in 4-e dimension could have far-reaching implications in various fields, including cosmology, astrophysics, and particle physics. It could also help us gain a better understanding of the early universe and the behavior of matter and energy at extremely high energies.