Ebook: Classification Theory: Proceedings of the U.S.-Israel Workshop on Model Theory in Mathematical Logic held in Chicago, Dec. 15–19, 1985

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Content:
Front Matter....Pages -
Classification theory: 1985....Pages 1-23
Concrete representations of lattices and the fundamental order....Pages 24-31
The classification of small weakly minimal sets I....Pages 32-71
Orthogonality of types in separably closed fields....Pages 72-88
Countable or ?1-like models of Presburger's arithmetic....Pages 89-106
An exposition of OTOP....Pages 107-126
Exercises on Local Weight....Pages 127-131
Locally modular regular types....Pages 132-164
Choosing elements in a saturated model....Pages 165-181
Degrees of models with prescribed Scott set....Pages 182-191
Shrinking, stretching, and codes for homogeneous structures....Pages 192-229
Freedom via forcing: Uniform construction of relatively free or generic structures....Pages 230-246
Simple superstable theories....Pages 247-263
Universal classes....Pages 264-418
Classification of non elementary classes II abstract elementary classes....Pages 419-497
On almost categorical theories....Pages 498-500

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Content:
Front Matter....Pages -
Classification theory: 1985....Pages 1-23
Concrete representations of lattices and the fundamental order....Pages 24-31
The classification of small weakly minimal sets I....Pages 32-71
Orthogonality of types in separably closed fields....Pages 72-88
Countable or ?1-like models of Presburger's arithmetic....Pages 89-106
An exposition of OTOP....Pages 107-126
Exercises on Local Weight....Pages 127-131
Locally modular regular types....Pages 132-164
Choosing elements in a saturated model....Pages 165-181
Degrees of models with prescribed Scott set....Pages 182-191
Shrinking, stretching, and codes for homogeneous structures....Pages 192-229
Freedom via forcing: Uniform construction of relatively free or generic structures....Pages 230-246
Simple superstable theories....Pages 247-263
Universal classes....Pages 264-418
Classification of non elementary classes II abstract elementary classes....Pages 419-497
On almost categorical theories....Pages 498-500
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