Finiteness Of The Bosonic String In Fewer Than Twentysix-dimensions
L. Clavelli, S.T. Jones (Alabama U.)

Sep 26, 1988 - 8 pages

Abstract (APS)
We investigate the finiteness of one-loop N-tachyon amplitudes in lower-dimensional bosonic string theory. When the fermionic fields used to represent the internal degrees of freedom are given antiperiodic boundary conditions, we find that the apparent divergences in the amplitude from soft dilaton emission can be made to cancel when D=26 (mod4). We compare this result to simple toroidal compactification.


Keyword(s): INSPIRE: MODEL: STRING | string model: boson | FIELD THEORY: ANY-DIMENSIONAL | FIELD THEORY: FINITE | FIELD THEORY: TACHYON | SCATTERING AMPLITUDE: HIGHER-ORDER | HIGHER-ORDER: SCATTERING AMPLITUDE
 Record added 1988-09-26, last modified 2016-03-24