Abstract
In recent articles [1]–[3], and ending with [4], there has been discovered a remarkable circumstance resulting from the combinatorial Kazakov–Migdal–Rostov approach in the continuous limit. In cases of nonperturbative conformal string theories interacting with a “two-dimensional gravitation” according to Polyakov’s scheme, as well as some other ones, when the central charge is c < 1, there appears a simple system of equations for the renormgroup, i.e., a set of Laks type equations with certain ordinary differential operators in x:
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