1960s stuff on extending tetration to real height?
#7
(03/25/2010, 12:56 AM)andydude Wrote: But since I have never been able to obtain the "tables" which are being reviewed, I haven't been able to determine whether or not this is linear tetration (offset by 1) or if it is a more continuous/differentiable extension of tetration.

ya would really interesting to see which method Fuller and also Zavrotsky applied.

(03/25/2010, 02:20 AM)mike3 Wrote: But it's a review of a work, isn't it? Couldn't you get that work? Or is it too obscure or something?

Both works, Fuller's and of Zavrotski's, are neither listed in AMS Reviews nor in Zentralblatt.
Would really difficult to locate them.
For Fuller's (which is reviewed on the page) it is not even clear for me in which Journal and in which year it is published. Is thtis page a review articles in "Mathematics of Computation"? So would one expect Fuller's article there? (Zavrotski's seems also have to do with MOC, but I guess nobody is able to understand the Spanish article.)
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RE: 1960s stuff on extending tetration to real height? - by bo198214 - 03/25/2010, 10:03 AM

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