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Implications between strong large cardinal axioms |
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| Authors: | Richard Laver |
| Affiliation: | University of Colorado, Boulder, CO 80309-0395, USA |
| Abstract: | The rank-into-rank and stronger large cardinal axioms assert the existence of certain elementary embeddings. By the preservation of the large cardinal properties of the embeddings under certain operations, strong implications between various of these axioms are derived. |
| Keywords: | Set theory Large cardinals Elementary embeddings |
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