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Physics benchmarks of String theory: Anomaly
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Physics benchmarks of String theory: Anomaly 2) after QCD after QCD, string theory lost its candidacy as theory of strong interactions (It might still be actually theory of strong interaction ). On the other hand, it has massless spin-2 states. therefore, it could be a theory for gravity. A very small group of people still worked on it, noticeably John Schwarz. 3) reduction to low energy theory In order to apply string theory to the results of our low energy experiments, we will have to focus on its low energy degrees of freedom. We can do that by following the standard procedure of effective Lagrangian. Actually, if we just work out the zero mass modes of the theory, the leading terms in the Lagrangian are largely determined by the symmetries. However, for a while, string theory does not seem to make sense for such a reduction. From string theory point of view, the theory appear to be fine. However, if one look at the low energy degrees of freedom, there seems to be anomalies for the symmetries of the string theory. At least for that time, the anomaly problem seems to be the most serious physics obstacle that string theory has. It is not clear whether string theory is just fundamentally imcompatible with field theory. John Schwarz and Michael Green realized that there is some subtle terms missed by the simple reduction and inclusion of those terms cure the anomaly problem. At least psychologically, this is one of the most important break throughs in string theory. String theory passed the first test of possibly being a useful theory for physics.
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