This category contains numbers that can be defined or estimated using up-arrow notation, which is equivalent to Jonathan Bowers' 3-entrical arrays. The first numbers that has to be expressed using nonprimitive recursive functions, such as the Ackermann function, resides here.
The lower bound of this category is \(10 \uparrow\uparrow\uparrow 3 = 10 \uparrow\uparrow 10 \uparrow\uparrow 10\), and the upper bound is \(f_\omega(f_3(10))\).
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- A-oocta
- A-ooennea
- A-ooga
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- A-oogratiquintiplex
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- A-oohepta
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- A-oomega
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B
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- Betomega
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- Bigrand Faxul
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- Boogafive
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- Boogasix
- Boogol
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C