Geodesic Mappings and Some Generalizations. Geodetická mapování a jejich zobecnění

The book is devoted to the theory of geodesic mappings and some generalizations. The authors give a detailed exposition of the theory of conformal, concircular, geodesic, holomorphically-projective, F-planar and other mappings and transformations of spaces with affine connection, Riemannian and Kähler spaces. The book includes basic definitions, basic properties of the mappings and manifolds under consideration (manifolds with affine connection, Riemannian and Kähler manifolds) and important classical results. Moreover, the publication is completed by fresh, new and interesting results in this field, most of them being obtained by the authors and their collaborators. The book is warmly recommended to specialist in mathematics, physicists and especially to PhD students.