Generalizedanalytical functions and the congruence of geodetic. 2004jbx  Garas'ko G. I.
Some properties of generalizedanalytical functions of polynumber variable are being studied in this job. We can confront many spaces of affine connectedness with the $\{f^i;\Gamma^{i}_{kj}\}$ class of such functions. In each space the congruence of geodetic associated with the given class of generalanalytic functions is defined. If the vector field $f^i$ is tangent to one of the geodetic of congruence in each point of space there are certain restrictions for the generalizedanalytical function itself.
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