Information Loss Paradox Resolved by Nonsingular Hyperbolic Spacetime
International Journal of Astrophysics and Space Science
Volume 2, Issue 5, October 2014, Pages: 71-80
Received: Oct. 23, 2014; Accepted: Nov. 6, 2014; Published: Nov. 20, 2014
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Salah A. Mabkhout, Department of Mathematics, Faculty of Education, Dhamar University, Dhamar, Republic of Yemen
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Black holes owe their existence to the presence of singularity. Singularity appears theoretically as a result to the Schwarzschild solution in asymptotically flat spacetime. Such an approximated Schwarzschild solution creates singularity (when r = 0). This false paradigm constitutes our observation. The observer is operating within a "paradigm". Observations being made are not complete in themselves, they interpreted within a theory (a paradigm). Schwarzschild solution singularity paradigm works as a lunette, through which we imagine that we could observe Black holes. Black holes have never been seen directly, their existence is just a matter of illusion. We did prove that the spacetime of the actual Universe is hyperbolic [S. A. Mabkhout, Phys. Essays 25, 112. 2012)]. Neither Schwarzschild metric nor Kerr metric possess singularity in the hyperbolic spacetime [S. A. Mabkhout, Phys. Essays 26, 422. 2013)] . Singularity is the main character of the Black hole. If, in principle, singularity theoretically doesn't exist, Black holes also don`t exist. There is no singularity to crush and destruct the infalling information. In the actually hyperbolic spacetime infalling particles (information) have just come to rest at the origin (r = 0). Hence Information Loss Paradox does no longer exist.
Information Loss Paradox, Black Hole, Nonsingularity, Hyperbolic Spacetime
To cite this article
Salah A. Mabkhout, Information Loss Paradox Resolved by Nonsingular Hyperbolic Spacetime, International Journal of Astrophysics and Space Science. Vol. 2, No. 5, 2014, pp. 71-80. doi: 10.11648/j.ijass.20140205.11
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