We find an asymptotic solution for two-, three- and multi-point correlators of local gauge-invariant operators, in a lower-spin sector of massless large-N QCD, in terms of glueball and meson propagators, in such a way that the solution is asymptotic in the ultraviolet to renormalization-group improved perturbation theory, by means of a new purely field-theoretical technique that we call the asymptotically-free bootstrap, based on a recently-proved asymptotic structure theorem for two-point correlators. The asymptotically-free bootstrap provides as well asymptotic S-matrix amplitudes in terms of glueball and meson propagators. Remarkably, the asymptotic S-matrix depends only on the unknown particle spectrum, but not on the anomalous dimensions, as a consequence of the LS Z reduction formulae. Very many physics consequences follow, both practically and theoretically. In fact, the asymptotic solution sets the strongest constraints on any actual solution of large-N QCD, and in particular on any string solution.

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recentlyproved asymptotic structure theorem lowerspin sector of massless largen perturbation particle asymptoticallyfree bootstrap anomalous dimensions asymptotic smatrix amplitudes z reduction twopoint two three and multipoint correlators of local gaugeinvariant operators glueball and meson propagators largen qcd purely fieldtheoretical technique

Bochicchio Marco,.An asymptotic solution of large-N QCD. 80 (),.

Bochicchio Marco,"An asymptotic solution of large-N QCD" 80

Bochicchio Marco,"An asymptotic solution of large-N QCD"