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EN
We extend the notion of the geometric entropy of foliation to foliated manifolds equipped with leafwise Finsler structure. We study the relation between the geometric entropy and the topological entropy of the holonomy pseudogroup. The case of a foliated manifold with leafwise Randers structure is considered. In this case the estimates for one dimensional foliation defined by a vector field in terms of the topological entropy of a flow are presented.
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tom Vol. 14, no. 3
art. no. 20180021
EN
The processes of globalization and integration, as well as technologies and computerization, occurring in public life cause significant changes in all its spheres, especially in medicine. Nowadays, computerization of healthcare facilities has become the norm of their development. However, rapid technological change requires the modernization of medical education system, revising the approaches to the training of competitive medical professionals who will able to adapt quickly to changes in the field of health care. The research issue concerns the processes of future medical professionals’ training. The importance of telemedicine in health-care systems of Ukraine and Poland is justified. It is suggested that the problem of telemedicine and e-health usage in the process of medical professionals’ training in Ukraine is not studied sufficiently and does not have practical consolidation. The didactic methodology of medical specialties students training for the use of telemedicine technologies in future professional activities is developed.
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