Speaker
Dr
Chudecki Adam
(Lodz University of Technology, Center of Mathematics and Physics)
Description
Two-sided conformally recurrent complex and real 4-dimensional spaces are considered. It is proved, that such spaces are equipped with nonexpanding congruence of totally null and geodesic 2-dimensional surfaces, null strings. Two-sided conformally recurrent heavenly spaces of the Petrov-Penrose type [D] are considered. Also, some real slices of type [D] heavenly metric are discussed.
Primary author
Dr
Chudecki Adam
(Lodz University of Technology, Center of Mathematics and Physics)
