Upper Bound for Induced Gravitation

Details Upper Bound for Induced Gravitation Upper Bound for Induced Gravitation

Aug 1982

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1982phrvl..49..513k&link_type=abstract

Physical Review Letters, Volume 49, Issue 8, August 23, 1982, pp.513-516

Other

9

Other Nonperturbative Techniques, Spontaneous And Radiative Symmetry Breaking

Scientific paper

Given the assumption that Gind-1 given by the Adler-Zee formula is positive, an explicit and rigorous upper bound is derived for it. For pure SU(N) gauge theory, (16πG)-1<=(2512π2)(N2-1)ΛN2 is obtained where ΛN is the mass scale. In general the bound (16πG)-1<=25(π2144)CψΛ2 is obtained, where Cψ is the coefficient of the most singular anomaly contribution in x space, a constant easily determined by low-order perturbation theory for any gauge group.

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