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| | jfkcyberinfinite |
 | | The cardinality of omega is the same as the cardinality of all these combinations of omega. |
 | | This arises from the definition of cardinality, in that there is no one-to-one mapping from alef-one to omega. |
 | | Among the large cardinals are the inaccessible cardinals, hyperinaccessible cardinals, Mahlo cardinals, indescribable cardinals, ineffable cardinals, partition cardinals, Ramsey cardinals, measurable cardinals, strongly compact cardinals, supercompact cardinals, and finally (at present), extendible cardinals, each being an order of thinking (a quantum leap) greater than their predecessor. |
| www.cage.curtin.edu.au /~jfk/infinity.html (2310 words) |
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