On the existence of regular types
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Publication:911582
DOI10.1016/0168-0072(89)90039-0zbMath0697.03025OpenAlexW1991517235MaRDI QIDQ911582
Saharon Shelah, Steven Buechler
Publication date: 1989
Published in: Annals of Pure and Applied Logic (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/0168-0072(89)90039-0
Related Items (7)
Unique decomposition in classifiable theories ⋮ Characterizing an \(\aleph_\varepsilon\)-saturated model of superstable NDOP theories by its \(\mathbb{L}_{\infty, \aleph_\varepsilon}\)-theory ⋮ Some remarks on nonmultidimensional superstable theories ⋮ Theories with few non-algebraic types over models, and their decompositions ⋮ Stability and omitting types ⋮ Classifiable theories without finitary invariants ⋮ A note on trivial nonmultidimensional superstable theories
Cites Work
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- The spectrum problem. I: \(\aleph_{\epsilon}\)-saturated models, the main gap
- A dichotomy theorem for regular types
- A survey of basic stability theory, with particular emphasis on orthogonality and regular types
- An exposition of Shelah's 'main gap': counting uncountable models of \(\omega\)-stable and superstable theories
- Dimensional order property and pairs of models
- On nontrivial types of U-rank 1
- Logic with the quantifier “there exist uncountably many”
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