Abstract
Hawking ``thermal`` radiation could be a means to detect black holes of micron sizes, which may be hovering through the universe. We consider these micro-black holes to be distorted by the presence of some distribution of matter representing a convolution factor for their Hawking radiation. One may hope to determine from their Hawking signals the temperature distribution of their material shells by the inverse black body problem. In 1990, Nan-xian Chen has used a so-called modified Moebius transform to solve the inverse black body problem. We discuss and apply this technique to Hawking radiation. Some comments on supersymmetric applications of Moebius function and transform are also added. (author). 22 refs.
Citation Formats
Rosu, H.
Moebius inverse problem for distorted black holes.
IAEA: N. p.,
1993.
Web.
Rosu, H.
Moebius inverse problem for distorted black holes.
IAEA.
Rosu, H.
1993.
"Moebius inverse problem for distorted black holes."
IAEA.
@misc{etde_10144775,
title = {Moebius inverse problem for distorted black holes}
author = {Rosu, H}
abstractNote = {Hawking ``thermal`` radiation could be a means to detect black holes of micron sizes, which may be hovering through the universe. We consider these micro-black holes to be distorted by the presence of some distribution of matter representing a convolution factor for their Hawking radiation. One may hope to determine from their Hawking signals the temperature distribution of their material shells by the inverse black body problem. In 1990, Nan-xian Chen has used a so-called modified Moebius transform to solve the inverse black body problem. We discuss and apply this technique to Hawking radiation. Some comments on supersymmetric applications of Moebius function and transform are also added. (author). 22 refs.}
place = {IAEA}
year = {1993}
month = {Jan}
}
title = {Moebius inverse problem for distorted black holes}
author = {Rosu, H}
abstractNote = {Hawking ``thermal`` radiation could be a means to detect black holes of micron sizes, which may be hovering through the universe. We consider these micro-black holes to be distorted by the presence of some distribution of matter representing a convolution factor for their Hawking radiation. One may hope to determine from their Hawking signals the temperature distribution of their material shells by the inverse black body problem. In 1990, Nan-xian Chen has used a so-called modified Moebius transform to solve the inverse black body problem. We discuss and apply this technique to Hawking radiation. Some comments on supersymmetric applications of Moebius function and transform are also added. (author). 22 refs.}
place = {IAEA}
year = {1993}
month = {Jan}
}