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Model theory
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Mathematics
Fields of mathematics
Applied mathematics
Mathematical modeling
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108
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108
1. Model theorists
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2. Nonstandard analysis
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3. Abstract elementary class
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4. Abstract model theory
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5. Amalgamation property
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6. Atomic model (mathematical logic)
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7. Ax–Kochen theorem
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8. Back-and-forth method
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9. Beth definability
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10. Boolean-valued model
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11. Büchi arithmetic
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12. C-minimal theory
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13. Cantor's isomorphism theorem
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14. Categorical theory
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15. Chang's conjecture
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16. Compactness theorem
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17. Complete theory
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18. Completeness (logic)
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19. Computable model theory
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20. Conservative extension
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21. Decidable sublanguages of set theory
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22. Definable set
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23. Diagram (mathematical logic)
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24. Differentially closed field
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25. Ehrenfeucht–Fraïssé game
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26. Ehrenfeucht–Mostowski theorem
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27. Elementary class
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28. Elementary diagram
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29. Elementary equivalence
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30. End extension
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31. Equisatisfiability
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32. Existentially closed model
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33. Extender (set theory)
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34. Feferman–Vaught theorem
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35. Finite model theory
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36. First-order logic
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37. Forking extension
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38. Fraïssé limit
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39. Functional predicate
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40. General frame
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41. Gödel's completeness theorem
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42. Gödel's incompleteness theorems
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43. Hereditary property
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44. Hrushovski construction
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45. Imaginary element
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46. Indiscernibles
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47. Institution (computer science)
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48. Institutional model theory
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49. Interpretation (logic)
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50. Interpretation (model theory)
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51. Joint embedding property
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52. Kripke semantics
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53. List of first-order theories
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54. Löwenheim number
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55. Löwenheim–Skolem theorem
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56. Model-theoretic grammar
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57. Model complete theory
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58. Morley rank
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59. NIP (model theory)
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60. Non-standard model
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61. Non-standard model of arithmetic
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62. O-minimal theory
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63. Omega-categorical theory
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64. Original proof of Gödel's completeness theorem
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65. Potential isomorphism
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66. Pregeometry (model theory)
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67. Presburger arithmetic
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68. Prime model
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69. Pseudoelementary class
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70. Quantifier elimination
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71. Quantifier rank
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72. Real closed ring
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73. Reduced product
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74. Satisfiability
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75. Saturated model
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76. Semantics of logic
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77. Signature (logic)
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78. Skolem's paradox
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79. Skolem normal form
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80. Soundness
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81. Spectrum of a theory
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82. Stability spectrum
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83. Stable group
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84. Stable theory
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85. Standard model (set theory)
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86. Strength (mathematical logic)
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87. Strongly minimal theory
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88. Structural Ramsey theory
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89. Structure (mathematical logic)
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90. Substructure (mathematics)
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91. Tame abstract elementary class
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92. Tame group
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93. Tarski's exponential function problem
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94. Tennenbaum's theorem
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95. Transfer principle
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96. True arithmetic
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97. Two-variable logic
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98. Type (model theory)
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99. U-rank
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100. Ultraproduct
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101. Valuation (logic)
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102. Vaught conjecture
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103. Weakly o-minimal structure
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104. Wilkie's theorem
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105. Zariski geometry
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106. Ziegler spectrum
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107. Łoś–Tarski preservation theorem
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108. Łoś–Vaught test
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Ancestors
Mathematical modeling
Applied mathematics
Fields of mathematics
Mathematics
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