Ordinal notation system: Difference between revisions
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(Created page with "An '''ordinal notation system''' (also called an '''ordinal notation''' informally) is a system of names for ordinals, or equivalently, a well-ordered set of objects that "can be considered names". There may not be a formal restriction of what objects can be considered names, but most common examples include strings, sequences, trees/hydras, and terms built up from constants and functions. Most authors also require the well-order to be recursive, and this requirement is...") |
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Notable ordinal notation systems include:
- [[Cantor
- [[Primitive sequence system]]
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