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0:16:16
Math 557 – Defining Computable Functions in Arithmetic
0:13:02
Math 557 – Arithmetic Formulas
0:13:54
Math 557 – Peano Arithmetic
0:11:19
Math 557 – Deciding Theories
0:12:25
Math 557 – Coding Formulas
0:10:10
Math 557 – Recursive Functions
0:07:17
Math 557 – The Ackermann function
0:14:39
Math 557 – Primitive recursive functions
0:21:04
Math 557 – Unsolvable Problems
0:20:48
Math 557 – Enumerating Turing Machines
0:19:50
Math 557 – Turing Machines
0:24:31
Math 557 – Quantifier Elimination for Algebraically Closed Fields
0:27:32
Math 557 – Quantifier Elimination
0:14:44
Math 557 – Elementary Substructures
0:07:52
Math 557 – The Löwenheim-Skolem Theorems
0:10:05
Math 557 - Elementary Equivalence
0:14:16
Math 557 — Proving the Model Existence Theorem
0:17:17
Math 557 – Henkin Theories
0:07:15
Math 557 – Completing Theories
0:14:24
Math 557 – The Completeness Theorem
0:17:16
Math 557 – Validities
0:17:45
Math 557 – Consistency and Completeness
0:18:17
Math 557 – Substitution
0:22:09
Math 557 – Logical Implication and Proof
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