Woodin's Ultimate-L conjecture that Ultimate-L implies the Extender Embedding Axiom
Woodin's Ultimate-L conjecture that Ultimate-L implies the Extender Embedding Axiom
Let denote the Extender Embedding Axiom, and let denote the corresponding Ultimate- axiom. Woodin's Ultimate- conjecture. The theory
proves . This is an inner-model-theoretic prediction about the Ultimate- program; the source presents the implication as a conjecture, and its resolution is not specified here.
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Sources & referencesView supporting material
Primary source
Alejandro Poveda, “Axiom A and supercompactness”, arXiv:2406.12776 (2024).
Additional references
2 papers in this index state this conjecture (2020–2024). The statement above is taken from the most recent of them; the others are arXiv:2011.14724.
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