10 M ay 1 99 5 . G R - Q C - 9 50 50 12 Spectroscopy of the quantum
نویسنده
چکیده
We develop the idea that, in quantum gravity where the horizon uctuates, a black hole should have a discrete mass spectrum with concomitant line emission. Simple arguments x the spacing of the lines, which should be broad but unblended. Assuming uniformity of the matrix elements for quantum transitions between near levels, we work out the probabilities for the emission of a speciied series of quanta and the intensities of the spectral lines. The thermal character of the radiation is entirely due to the degeneracy of the levels, the same degeneracy that becomes manifest as black hole entropy. One prediction is that there should be no lines with wavelength of order the black hole size or larger. This makes it possible to test quantum gravity with black holes well above Planck scale.
منابع مشابه
ar X iv : q - a lg / 9 70 50 20 v 1 2 7 M ay 1 99 7 QUANTUM GROUP DUALITY AND THE CUNTZ ALGEBRA
The Cuntz algebra carries in a natural way the structure of a module algebra over the quantized universal enveloping algebra Uq(g), and the structure of a co-module algebra over the quantum group Gq associated with Uq(g). These two algebraic structures are dual to each other via the duality between Gq and Uq(g).
متن کاملra ri es o n 16 M ay 1 99 5 . G R - Q C - 9 50 50 23 NONLINEAR WAVE EQUATIONS FOR RELATIVITYMaurice
Graviational radiation is described by canonical Yang-Mills wave equations on the curved space-time mani-fold, together with evolution equations for the metric in the tangent bundle. The initial data problem is described in Yang-Mills scalar and vector potentials, resulting in Lie-constraints in addition to the familiar Gauss-Codacci relations.
متن کاملar X iv : q - a lg / 9 50 50 26 v 1 2 3 M ay 1 99 5 DIRECT SUM DECOMPOSITIONS AND INDECOMPOSABLE TQFT ’ S STEPHEN SAWIN
The decomposition of an arbitrary axiomatic topological quantum field theory or TQFT into indecomposable theories is given. In particular, unitary TQFT’s in arbitrary dimensions are shown to decompose into a sum of theories in which the Hilbert space of the sphere is one-dimensional, and indecomposable two-dimensional theories are classified.
متن کامل25 M ay 1 99 5 . Q U A N T - P H - 9 50 50 18 Universality in Quantum Computation
We show that in quantum computation almost every gate that operates on two or more bits is a universal gate. We discuss various physical considerations bearing on the proper de nition of universality for computational components such as logic gates. To be published in Proc.R.Soc.London A, June 1995.
متن کاملar X iv : q - a lg / 9 70 50 27 v 1 2 8 M ay 1 99 7 Jordanian U h , s gl ( 2 ) and its coloured realization
A two-parametric non-standard (Jordanian) deformation of the Lie algebra gl(2) is constructed, and then, exploited to obtain a new, triangular R-matrix solution of the coloured Yang-Baxter equation. The corresponding coloured quantum group is presented explicitly.
متن کامل