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Lecture 1 (Logic) Logical Operators and Truth Tables
1:38:39
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Lecture 2 (Logic) Tautologies and Theory of Inference
2:00:26
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Lecture 3 (Logic) Common Tautologies and Indirect Proof
2:01:25
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Lecture 4 (Logic) Terms, Predicates, and Quantifiers
1:38:25
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Lecture 5 (Logic) Inference with Quantifiers and an Axiomatic System
1:42:05
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Lecture 6 (Logic) Axiomatic System Example
1:50:47
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Lecture 7 (Logic) Validity, Consistency, and Independence of Axioms
2:34:00
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Lecture 8 (Logic) Interchanging Quantifiers and Introducing Identity
2:09:26
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Lecture 9 (Logic) Theorems of Logic and Group Theory
1:42:50
Lecture 10 (Logic) Axioms of Arithmetic
2:15:14
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Lecture 11 (Logic) Proofs with Axioms of Arithmetic and Dividing by 0
1:40:00
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Lecture 12 (Logic) Theory of Definition and Intro to Set Theory
1:55:34

Lecture 10 (Logic) Axioms of Arithmetic

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