Proposals on nonperturbative superstring interactions
Abstract
Description
We show a possibility that the matrix models recently proposed to explain (almost) all the physics of M-theory may include the superstring theories that we know perturbatively. The ``1st quantized'' physical system of one IIA string seems to be an exact consequence of M(atrix) theory with a proper mechanism to mod out a symmetry. The central point of the paper is the representation of strings with P^+/epsilon greater than one. I call the mechanism ``screwing strings to matrices''. I also give the first versions of the proof of 2/3 power law between the compactification radius and the coupling constant in this formulation. Multistring states are involved in a M(atrix) theory fashion, replacing the 2nd quantization that I briefly review. We shortly discuss the T-dualities, type I string theory and involving of FP ghosts to all the systems including the original one of Banks et al.
plain LaTeX, 22 pages, 1st revision: another proof of the R=g^{2/3} law and references and acknowledgements added. 2nd revision: origin of level-matching conditions explained
plain LaTeX, 22 pages, 1st revision: another proof of the R=g^{2/3} law and references and acknowledgements added. 2nd revision: origin of level-matching conditions explained