STRONG COMPACTNESS, SQUARE, GCH, AND WOODIN CARDINALS von APTER, ARTHUR W.

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Indestructibility and the linearity of the Mitchell ordering von Apter, Arthur W.

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Strong combinatorial principles and level by level equivalence von Apter, Arthur W.

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Controlling the number of normal measures at successor cardinals von Apter, Arthur W.

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On weak square, approachability, the tree property, and failures of SCH in a choiceless context von Apter, Arthur W.

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Normal measures on large cardinals von Apter, Arthur, Cummings, James

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Singularizing successor cardinals by forcing von ADOLF, DOMINIK, APTER, ARTHUR W., KOEPKE, PETER

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Normal measures and strongly compact cardinals von Apter, Arthur W.

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Precisely controlling level by level behavior von Apter, Arthur W.

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Indestructibility and destructible measurable cardinals von Apter, Arthur W.

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A note on tall cardinals and level by level equivalence von Apter, Arthur W.

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A universal indestructibility theorem compatible with level by level equivalence von Apter, Arthur W.

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Tall, Strong, and Strongly Compact Cardinals von Apter, Arthur

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Forcing level by level equivalence and a consequence of UA von Apter, Arthur W.

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Indestructible strong compactness and level by level inequivalence von Apter, Arthur W.

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Inaccessible Cardinals, Failures of GCH, and Level-by-Level Equivalence von Apter, Arthur W.

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On some questions concerning strong compactness von Apter, Arthur W.

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INDESTRUCTIBILITY WHEN THE FIRST TWO MEASURABLE CARDINALS ARE STRONGLY COMPACT von APTER, ARTHUR W.

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All uncountable cardinals in the Gitik model are almost Ramsey and carry Rowbottom filters von Apter, Arthur W., Dimitriou, Ioanna M., Koepke, Peter

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Cofinality and measurability of the first three uncountable cardinals von Apter, Arthur, Jackson, Stephen, Löwe, Benedikt

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