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90
1. Programming language theory stubs
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1.1. Container (type theory)
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1.2. Efferent coupling
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1.3. Jump threading
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1.4. Latent typing
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1.5. Option–operand separation
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1.6. Principal type
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1.7. Refinement type
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1.8. Semantic analysis (compilers)
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1.9. Stream (abstract data type)
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1.10. Subject reduction
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1.11. Syntactic closure
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1.12. Type inhabitation
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1.13. Type variable
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1.14. Typing environment
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1.15. Typing rule
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2. Set theory stubs
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2.1. Adequate pointclass
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Set theory stubs
2.2. Admissible set
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Set theory stubs
2.3. Almost
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2.4. Cabal (set theory)
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2.5. Chang's model
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2.6. Coanalytic set
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2.7. Cocountability
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2.8. Code (set theory)
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2.9. Critical point (set theory)
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2.10. Effective descriptive set theory
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2.11. Erdős cardinal
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2.12. Extendible cardinal
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2.13. Game-theoretic rough sets
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2.14. Hereditarily countable set
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2.15. Hierarchy (mathematics)
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2.16. Homogeneous (large cardinal property)
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2.17. Inductive set
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2.18. Ineffable cardinal
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2.19. Iterable cardinal
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2.20. Jónsson cardinal
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2.21. Kunen's inconsistency theorem
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2.22. Kuratowski's free set theorem
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2.23. Limitation of size
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2.24. Ordinal definable set
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2.25. Projection (set theory)
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2.26. Pseudo-intersection
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2.27. Reflecting cardinal
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2.28. Remarkable cardinal
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2.29. Rowbottom cardinal
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2.30. Shelah cardinal
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2.31. Shrewd cardinal
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2.32. Square principle
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2.33. Strong cardinal
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2.34. Strongly compact cardinal
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2.35. Subcompact cardinal
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2.36. Subtle cardinal
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2.37. Superstrong cardinal
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2.38. Suslin representation
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2.39. Tall cardinal
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2.40. Ulam matrix
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2.41. Unfoldable cardinal
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2.42. Universally Baire set
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2.43. Vopěnka's principle
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2.44. Worldly cardinal
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3. Abstract structure
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4. Bernays–Schönfinkel class
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5. Continuum (set theory)
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6. Deductive closure
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7. Extension (predicate logic)
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8. Friedberg numbering
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9. Gabbay's separation theorem
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10. High (computability)
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11. Honest leftmost branch
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12. Jensen's covering theorem
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13. Kleene–Rosser paradox
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14. LEGO (proof assistant)
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15. Low (computability)
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16. Low basis theorem
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17. Material nonimplication
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18. Maximal set
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19. Michael D. Morley
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20. Milner–Rado paradox
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21. Modal collapse
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22. Nested sequent calculus
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23. Paraconsistent mathematics
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24. Paradoxes of the Infinite
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25. Proof mining
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26. Separating set
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27. Soft set
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28. Takeuti's conjecture
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29. Theory of pure equality
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30. UTM theorem
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31. Zero dagger
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Ancestors
Mathematical logic
Fields of mathematics
Mathematics
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