# Does anyone know where I can get a copy of Gaunce Lewis's thesis?

Tracing through a trail of references I found myself needing something proven in Appendix A of "The Stable Category and Generalized Thom Spectra" by Gaunce Lewis (I believe this was his thesis at UChicago under Peter May, from 1978). My library doesn't seem to have a copy and I can't find anything online. Does anyone know where I could find this?

Before anyone suggests it, I'll remark that I can't contact Lewis himself because he passed away several years ago. I guess I'm hoping Peter May will come on here and know where a copy can be found.

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Peter May does appear on here occasionally. Can't you contact the math department at Chicago? They must have a copy, though maybe not in electronic form. –  Geoff Robinson May 2 '13 at 20:17
Whatever you're looking for may well be proven in LMS but with a G everywhere... –  Dylan Wilson May 2 '13 at 20:28
There is a copy available at Crerar Library at Chicago. I'll stop by this evening and scan the appendix for you. –  Alex Becker May 2 '13 at 20:31
@Alex: in light of the answer below it appears that scanning it in won't be necessary. Thanks for your kind offer, though. –  David White May 2 '13 at 21:29

Peter has been so kind to scan it a while ago. Maybe he has already put it on his webpage. Here is another link that should work.

http://www.math.ku.dk/~xvd217/Compactly%20Generated%20Spaces-MAY.pdf

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The link you posted (and the logical variations of it I tried) generates a 403 error for me. Perhaps it is only available on your local network? –  Alex Becker May 2 '13 at 20:39
I was also forbidden to access it –  Geoff Robinson May 2 '13 at 20:42
Thanks a lot for fixing the code, Dan! –  Markus Szymik May 2 '13 at 20:57
Fantastic! Thanks to Markus and Dan for providing this –  David White May 2 '13 at 21:28
Unfortunately, I do not actually have a copy of Gaunce's thesis, so what is posted is only Appendix A, Compactly generated spaces''. Most, maybe all, of the rest evolved into much of Springer Lecture Notes Vol 1213, http://www.math.uchicago.edu/~may/BOOKS/equi.pdf