Daria Multiverse: Difference between revisions

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We assume that the Daria Multiverse is a simple subset of the Omniverse, as there may be universes that don't have Daria. However, we will assume that all worthwhile universes have Daria, since, well, Daria's so cool.

The number of universes is of a higher order of infinity than the integers &alefsym;0, pronounced “Aleph-Naught”, provided that each universe has a finite amount of matter in it. By the same mathematical construction that proves that the real numbers have higher cardinality than the integers, if the number of Daria universes were "countable", a new universe could be easily constructed which is not in the list. Therefore, the "number" of Daria universes is ''at least'' C, the cardinality of the real numbers.

The number of universes is of a higher order of infinity than the integers &alefsym;0, pronounced “Aleph-Naught”, provided that each universe has a finite amount of matter in it. By the same mathematical construction that proves that the real numbers have higher cardinality than the integers, if the number of Daria universes were "countable," a new universe could be easily constructed which is not in the list. Therefore, the "number" of Daria universes is ''at least'' C, the cardinality of the real numbers.

However, with the existence of organizations like [[DELPHI]], the real possibility of cross-universe contamination exists. (See Daria-12 and Daria-13 as universes.) Therefore, it is more likely that the "number" of Daria universes is 2C, or &alefsym;1, “Aleph-One.”

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 We assume that the Daria Multiverse is a simple subset of the Omniverse, as there may be universes that don't have Daria. However, we will assume that all worthwhile universes have Daria, since, well, Daria's so cool.
-The number of universes is of a higher order of infinity than the integers <b>&alefsym;<sub><small>0</small></sub></b>, pronounced &ldquo;Aleph-Naught&rdquo;, provided that each universe has a finite amount of matter in it. By the same mathematical construction that proves that the real numbers have higher cardinality than the integers, if the number of Daria universes were "countable", a new universe could be easily constructed which is not in the list. Therefore, the "number" of Daria universes is ''at least'' <b>C,</b> the cardinality of the real numbers.
+The number of universes is of a higher order of infinity than the integers <b>&alefsym;<sub><small>0</small></sub></b>, pronounced &ldquo;Aleph-Naught&rdquo;, provided that each universe has a finite amount of matter in it. By the same mathematical construction that proves that the real numbers have higher cardinality than the integers, if the number of Daria universes were "countable," a new universe could be easily constructed which is not in the list. Therefore, the "number" of Daria universes is ''at least'' <b>C,</b> the cardinality of the real numbers.
 However, with the existence of organizations like [[DELPHI]], the real possibility of cross-universe contamination exists. (See Daria-12 and Daria-13 as universes.) Therefore, it is more likely that the "number" of Daria universes is 2<sup><small><b>C</b></small></sup>, or <b>&alefsym;<sub><small>1</small></sub></b>, &ldquo;Aleph-One.&rdquo;