Fundamentals of Our Thinking 1

Data

Official data in SubjectManager for the following academic year: 2024-2025

Course director

Number of hours/semester

lectures: 12 hours

practices: 0 hours

seminars: 0 hours

total of: 12 hours

Subject data

  • Code of subject: OXF-GD1-h-T
  • 1 kredit
  • General Medicine
  • Optional modul
  • autumn
Prerequisites:

-

Course headcount limitations

min. 5 – max. 15

Available as Campus course for . Campus-karok: BTK GYTK TTK

Topic

The course aims to introduce students to the fundamental principles and complexities of human thought. Using a holistic approach, the course will explore the related problems of how correct inference and cognition are possible, applying the tools and results of philosophy, mathematics and neuroscience. The human thinking is based on similarity, analogy, which is the basis of the concepts of differential diagnosis and differential therapy in the field of medicine. In both clinical practice and research, the correct inference and the correct interpretation of data are very important in order to make possible what is perhaps the ultimate goal of science, successful prediction.

In the first semester, after a brief philosophical introduction, we will deal with the theory of deductive and inductive inference, and briefly review the foundations of axiomatic reasoning, the theory of formal inference. The relationship between randomness and prediction will be explored, and finally we will conclude the semester with topics on artificial neural networks, machine learning and artificial intelligence.

Lectures

  • 3. Deductive inference, logic I. - Péczely László Zoltán
  • 4. Deductive inference, logic II. - Péczely László Zoltán
  • 2. Scientific thinking: rationalism, empiricism. - Péczely László Zoltán
  • 1. Introduction: Brief philosophical background. Information, knowledge. Medical thinking, differential diagnosis, differential therapy. Analogy as the basis of our thinking. - Péczely László Zoltán
  • 5. Axiomatic thinking: definitions, axioms, theorems, proof, provability, consistency, completeness. - Péczely László Zoltán
  • 6. Measure of similarity. - Péczely László Zoltán
  • 7. Probability theory, the concept of conditional probability. Correlation and causality. - Péczely László Zoltán
  • 8. Inductive inference I. - Péczely László Zoltán
  • 9. Inductive inference II. - Péczely László Zoltán
  • 10. Neural networks, machine learning, artificial intelligence. - Péczely László Zoltán
  • 11. Supervised and unsupervised learning algorithms. - Péczely László Zoltán
  • 12. Reinforcement learning as a form of machine learning. - Péczely László Zoltán

Practices

Seminars

Reading material

Obligatory literature

Literature developed by the Department

lecture slides

Notes

Recommended literature

Peter Norvig, Stuart J. Russell: Artificial Intelligence: A Modern Approach

Conditions for acceptance of the semester

Writing an essay by the end of the semester.

Mid-term exams

Oral report at the end of the course.

Making up for missed classes

not necessary

Exam topics/questions

Are the same as lecture topics.

Examiners

Instructor / tutor of practices and seminars