After students pass this exam, they will be able to: 1. Describe the relationship between philosophy and mathematics; 2. Explain the basic statements of mathematics and the reasons why philosophy deals with them; 3. Explain the necessity of mathematical statements; 4. Analyze the semantic, ontological and epistemological issues dealt with by the philosophy of mathematics; 5. Make a clear distinction between realist and anti-realist understandings of mathematics and describe that difference; 6. Explain the more important realist and anti-realist viewpoints.
Name | Lectures | Exercises | Laboratory |
---|---|---|---|
DARKO BLAGOJEVIĆ | 2x1 5B+1S | ||
VLADIMIR DREKALOVIĆ | 3x1 5B+1S |