%I A122505
%S A122505 24,24,95,1,143,1,262,213,453,261,739,833,1169,1168,2172,2505,3104,3581,
%T A122505 5255,6449
%V A122505 24,24,95,1,143,1,262,-213,453,-261,739,-833,1169,-1168,2172,-2505,3104,
               -3581,5255,
%W A122505 -6449
%N A122505 Arises from energy spectrum of three dimensional gravity with negative 
               cosmological constant, in analysis by Edward Witten.
%C A122505 Abstract: "We consider the problem of identifying the CFT's that may 
               be dual to pure gravity in three dimensions with negative cosmological 
               constant. The c-theorem indicates that three-dimensional pure gravity 
               is consistent only at certain values of the coupling constant and 
               the relation to Chern-Simons gauge theory hints that these may be 
               the values at which the dual CFT can be holomorphically factorized. 
               If so and one takes at face value the minimum mass of a BTZ black 
               hole, then the energy spectrum of three-dimensional gravity with 
               negative cosmological constant can be determined exactly. At the 
               most negative possible value of the cosmological constant, the dual 
               CFT is very likely the monster theory of Frenkel, Lepowsky and Meurman. 
               The monster theory may be the first in a discrete series of CFT's 
               that are dual to three-dimensional gravity. The partition function 
               of the second theory in the sequence can be determined on a hyperelliptic 
               Riemann surface of any genus. We also make a similar analysis of 
               supergravity."
%H A122505 Edward Witten, <a href="http://arXiv.org/pdf/0706.3359">Three-Dimensional 
               Gravity Revisited</a>, Table 1, p. 46.
%H A122505 "GH", <a href="http://www.math.columbia.edu/~woit/wordpress/?p=571#comment-26500">
               Strings 2007</a>, thread of "Not Even Wrong" Physics blog, edited 
               by Peter Woit, <woit(AT)math.columbia.edu>, thread initiated Jun 
               25 2007, comment by "GH" extending sequence dated Jul 01 2007.
%Y A122505 Sequence in context: A099543 A040553 A022358 this_sequence A103640 A004011 
               A056465
%Y A122505 Adjacent sequences: A122502 A122503 A122504 this_sequence A122506 A122507 
               A122508
%K A122505 sign,uned
%O A122505 1,1
%A A122505 Jonathan Vos Post (jvospost3(AT)gmail.com), Jun 25 2007, Jul 03 2007
%E A122505 a(11)-a(20) given by "GH" at Not Even Wrong Blog; not verified as correct; 
               commenter email unknown.