Cybernetics for Medical, Dentistry and Pharmacy Students 1

Data

Official data in SubjectManager for the following academic year: 2020-2021

Course director

Number of hours/semester

lectures: 12 hours

practices: 0 hours

seminars: 0 hours

total of: 12 hours

Subject data

  • Code of subject: OXFCY1-z-T
  • 1 kredit
  • Dentistry
  • Optional modul
  • autumn
Prerequisites:

-

Course headcount limitations

min. 5 – max. 30

Available as Campus course for 10 fő számára. Campus-karok: ÁOK ETK GYTK MIK TTK

Topic

Cybernetics embracing more disciplines deals with the control, regulation, information flow and processing occuring in expediently working dinamical systems. The most important goal of our subject is to help the students understand the functional principles of the regulatory systems, mainly those of the human body. Furthermore, we would like to familiarize the students with how the balance of the regulatory systems can be maintained by their wide adaptive and learning capacity/capability. We would like to demonstrate that etiology of many diseases can be explained by the disruption of balance, how the balance can be restored by the therapy and, at the same time, how the therapy can cause the shift of the balance in other parts of the system (side effect). In addition to the biological systems, both the functional description of the artificial regulatory systems and the artificial intelligence will be addressed. In the first semester the following topics are discussed: general description of systems, mathematical basics, the concept of homeostasis, biocybernetics of cellular and subcellular stuctures, mathematical model of the blood coagulation cascade, cardiorespiratoric system as regulatory system, neuroendocrine regulation.

Lectures

  • 1. Introduction: Cybernetics as discipline, definition of systems, general description. Relationship between system and enviroment. Living organisms as cybernetic systems. Doctor and patient as the elements of cybernetic system. - Dr. Péczely László Zoltán
  • 2. The concept of information, collecting and storing information, information analysis. Measurement techniques and intervention issues. - Dr. Péczely László Zoltán
  • 3. Mathematical tools in Cybernetics I - Dr. Péczely László Zoltán
  • 4. Mathematical tools in Cybernetics II - Dr. Péczely László Zoltán
  • 5. Model and reality, deductive and inductive inference, modelling. - Dr. Péczely László Zoltán
  • 6. Homeostasis. Hierarchical structure of the regulation of organism. Role of feedback in regulatory systems. - Dr. Péczely László Zoltán
  • 7. Biocybernetics of cellular and subcellular stuctures, analogies (modelling of membrane processes, integrative description and models of transductional pathways). - Dr. Péczely László Zoltán
  • 8. Mathematical modelling of the blood coagulation cascade. - Dr. Péczely László Zoltán
  • 9. Integrative cardiorespiratoric regulation, regulatory disturbances, options for interventions I - Dr. Péczely László Zoltán
  • 10. Integrative cardiorespiratoric regulation, regulatory disturbances, options for interventions II - Dr. Péczely László Zoltán
  • 11. Integrative neuroendocrine regulation, regulatory disturbances, options for interventions I - Dr. Péczely László Zoltán
  • 12. Integrative neuroendocrine regulation, regulatory disturbances, options for interventions II - Dr. Péczely László Zoltán

Practices

Seminars

Reading material

Obligatory literature

-

Literature developed by the Department

-

Notes

-

Recommended literature

Guyton & Hall: Textbook of Medical Physiology
V. V. Purin, R. M. Buyevskiy: Introduction To Medical Cybernetics
Peter Norvig, Stuart J. Russell: MI modern megközelítésben
James Kneer, James Sneyd: Mathematical Physiology I.: Cellular Physiology
James Kneer, James Sneyd: Mathematical Physiology II.: System Physiology

Conditions for acceptance of the semester

Maximum of 25 % absence allowed

Mid-term exams

Writing of case study, online test.

Making up for missed classes

Not necessary, but it is possible in another language

Exam topics/questions

The topics of the lectures

Examiners

Instructor / tutor of practices and seminars