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- W2523022486 abstract "Based on class of epsilon numbers, another binary relational <^1 in ordinals is introduced. We will see that we can easily describe all isomorphisms that are witnesses of <^1. Afterwards we will show that isomorphisms witnesses of <^1 are essentially same than isomorphisms of <_1-relation for finite subsets of ordinals that are closed under the cover construction. Finally, through our understanding of <^1 we will see how it is that <_1 induces thinner kappa-club classes of ordinals: Thinner than thinnest class of ordinals seen in article Carlson's <_1-relation on class of additive principal ordinals; indeed, thinnest class of ordinals induced by <_1 that we will obtain in this article will have as it's first element Bachmann's ordinal |ID_1|. An independent proof of this last fact will be provided in a coming article." @default.
- W2523022486 created "2016-09-30" @default.
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- W2523022486 date "2013-09-18" @default.
- W2523022486 modified "2023-09-27" @default.
- W2523022486 title "Carlson's <_1-relation on the class of epsilon numbers" @default.
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