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Arithmetic Hierarchy 9:30
πŸ“Ί Haisler β€’ πŸ‘οΈ 581 views
46. Set Theory. Hartog's Theorem 8:23
πŸ“Ί Antonio Montalban β€’ πŸ‘οΈ 1,367 views
True stages and hyperarithmetic isomorphisms 50:40
πŸ“Ί Institute for Mathematical Sciences β€’ πŸ‘οΈ 84 views
Turing degrees of hyperjumps 55:10
πŸ“Ί Institute for Mathematical Sciences β€’ πŸ‘οΈ 414 views
Ludovic Patey - Lowness and avoidance: a guide to separation, Lecture 2 56:33
πŸ“Ί Erwin SchrΓΆdinger International Institute for Mathematics and Physics (ESI) β€’ πŸ‘οΈ 37 views

Tutorial On Hyperarithmetic Sets And Computable Structure Theory 2 Information Guide

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Russell Miller, Computable structure theory with noncomputable structures
Russell Miller, Computable structure theory with noncomputable structures
Arithmetic Hierarchy
Arithmetic Hierarchy
46. Set Theory. Hartog's Theorem
46. Set Theory. Hartog's Theorem
Lesson 2: Network Algorithms and Approximations by Mohammad Hajiaghayi: Submodular (Set) Cover
Lesson 2: Network Algorithms and Approximations by Mohammad Hajiaghayi: Submodular (Set) Cover
True stages and hyperarithmetic isomorphisms
True stages and hyperarithmetic isomorphisms
Computability and model-theoretic aspects of families of sets and its generalizations
Computability and model-theoretic aspects of families of sets and its generalizations
Gregory A. Freiman: Structure theory of set addition, a review
Gregory A. Freiman: Structure theory of set addition, a review
21. Structure of set addition I: introduction to Freiman's theorem
21. Structure of set addition I: introduction to Freiman's theorem
Turing degrees of hyperjumps
Turing degrees of hyperjumps
Lawvere-Tierney topologies for computability theorists - Takayuki Kihara (Nagoya University)
Lawvere-Tierney topologies for computability theorists - Takayuki Kihara (Nagoya University)
Ludovic Patey - Lowness and avoidance: a guide to separation, Lecture 2
Ludovic Patey - Lowness and avoidance: a guide to separation, Lecture 2

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Last Updated: August 16, 2026

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