Tracklist
1
Preface
Introduction to Mathematical Philosophy
3:43
2
The Series of Natural Numbers
Introduction to Mathematical Philosophy
22:44
3
Definition of Number
Introduction to Mathematical Philosophy
21:54
4
Finitude and Mathematical Induction
Introduction to Mathematical Philosophy
20:56
5
The Definition of Order
Introduction to Mathematical Philosophy
32:34
6
Kinds of Relations
Introduction to Mathematical Philosophy
23:38
7
Similarity of Relations
Introduction to Mathematical Philosophy
24:57
8
Rational, Real, and Complex Numbers
Introduction to Mathematical Philosophy
40:30
9
Infinite Cardinal Numbers
Introduction to Mathematical Philosophy
31:47
10
Infintie Series of Ordinals
Introduction to Mathematical Philosophy
18:53
11
Limits and Continuity
Introduction to Mathematical Philosophy
23:30
12
Limits and Continuity of Functions
Introduction to Mathematical Philosophy
26:46
13
Selections and the Multiplicative Axiom
Introduction to Mathematical Philosophy
39:07
14
The Axiom of Infinity and Logical Types
Introduction to Mathematical Philosophy
33:29
15
Incompatibility and the Theory of Deduction
Introduction to Mathematical Philosophy
29:41
16
Propositional Functions
Introduction to Mathematical Philosophy
31:23
17
Descriptions
Introduction to Mathematical Philosophy
34:59
18
Classes
Introduction to Mathematical Philosophy
32:57
19
Mathematics and Logic
Introduction to Mathematical Philosophy
31:30