Countable ordinals and fast-growing functions (Part 2)
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If you have a question about this talk, please contact Sam Staton.
As part of the three day meeting on
Countable ordinals and fast growing functions
I will teach
A short introduction to Ordinal Notations.
I will take a pseudo-historical approach covering
- Cantor—the problem that led him to discover (invent) ordinals
- Hardy —his attempt to index the continuum using ordinals
- Veblen—how he produced hierarchies that named larger and larger
ordinals
That takes us up to 1908, when Veblen was writing. We now jump to the
1950s with
- Bachmann and Schüutte —a brief look at what they did
- Modern methods —if there is time.
I am writing a companion set of notes that will probably cover more
than can be done in the talks. A draft of these can be found at
http://www.cs.man.ac.uk/~hsimmons/TEMP
as the notes
OrdNotes.pdf
These will change as I get them in better shape.
In due course I will also provide links to other relevant material.
Harold Simmons
This talk is part of the Mini Courses in Theoretical Computer Science series.
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