Model theoretic characterizations of large cardinals von Boney, Will

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Large cardinal axioms from tameness in AECs von BONEY, WILL, UNGER, SPENCER

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COFINALITY QUANTIFIERS IN ABSTRACT ELEMENTARY CLASSES AND BEYOND von BONEY, WILL

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TAMENESS FROM LARGE CARDINAL AXIOMS von BONEY, WILL

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Advances in Classification Theory for Abstract Elementary Classes von Boney, Will

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A presentation theorem for continuous logic and metric abstract elementary classes von Boney, Will

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TAMENESS AND FRAMES REVISITED von BONEY, WILL, VASEY, SEBASTIEN

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Forking in short and tame abstract elementary classes von Boney, Will, Grossberg, Rami

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Computing the Number of Types of Infinite Length von Boney, Will

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Model theoretic characterizations of large cardinals revisited von Boney, Will, Dimopoulos, Stamatis, Gitman, Victoria, Magidor, Menachem

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Good frames in the Hart–Shelah example von Boney, Will, Vasey, Sebastien

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Chains of saturated models in AECs von Boney, Will, Vasey, Sebastien

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Limit models in strictly stable abstract elementary classes von Boney, Will, VanDieren, Monica M.

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Categoricity in multiuniversal classes von Ackerman, Nathanael, Boney, Will, Vasey, Sebastien

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Canonical forking in AECs von Boney, Will, Grossberg, Rami, Kolesnikov, Alexei, Vasey, Sebastien

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Sigma_1$-Stationary logic as an $\aleph_1$-Abstract Elementary Class von Boney, Will

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Superstability from categoricity in abstract elementary classes von Boney, Will, Grossberg, Rami, VanDieren, Monica M., Vasey, Sebastien

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μ-Abstract elementary classes and other generalizations von Boney, Will, Grossberg, Rami, Lieberman, Michael, Rosický, Jiří, Vasey, Sebastien

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Cofinality quantifiers in Abstract Elementary Classes and beyond von Boney, Will

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WHICH CLASSES OF STRUCTURES ARE BOTH PSEUDO-ELEMENTARY AND DEFINABLE BY AN INFINITARY SENTENCE? von BONEY, WILL, CSIMA, BARBARA F., DAY, NANCY A., HARRISON-TRAINOR, MATTHEW

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