Abstract:
The general structure of the regularized scalar Green's function on
compact Riemann surfaces is investigated. Equations that relate the
second (and higher) derivatives of the scalar propagator to the first
derivatives are obtained.
Citation:
S. M. Kuzenko, O. A. Solov'ev, “Equations for two-point correlation functions on compact Riemann surfaces”, TMF, 88:3 (1991), 323–332; Theoret. and Math. Phys., 88:3 (1991), 901–908