[FOM] 368:Upper Shift Fixed Points and Large Cardinals/correction

[Harvey Friedman]

We have to change one letter in http://www.cs.nyu.edu/pipermail/fom/2009-October/014119.html

I defined Q^k# as the set of all x in Q^k all of whose coordinates are  
distinct.

Instead define

Q^k<= as the set of all x in Q^k such that each coordinate is <= the  
next.

Replace Q^k# by Q^k<= in

Internal Upper Shift Theorem
Sequential Internal Upper Shift Theorem
Finite Sequential Internal Upper Shift Theorem
Estimated Sequential Internal Upper Shift Theorem

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I use http://www.math.ohio-state.edu/~friedman/ for downloadable
manuscripts. This is the 368th in a series of self contained numbered
postings to FOM covering a wide range of topics in f.o.m. The list of
previous numbered postings #1-349 can be found athttp://www.cs.nyu.edu/pipermail/fom/2009-August/014004.html
in the FOM
archives.

350: one dimensional set series  7/23/09  12:11AM
351: Mapping Theorems/Mahlo/Subtle  8/6/09  10:59PM
352: Mapping Theorems/simpler  8/7/09  10:06PM
353: Function Generation 1  8/9/09  12:09PM
354: Mahlo Cardinals in HIGH SCHOOL 1  8/9/09  6:37PM
355: Mahlo Cardinals in HIGH SCHOOL 2  8/10/09  6:18PM
356: Simplified HIGH SCHOOL and Mapping Theorem  8/14/09  9:31AM
357: HIGH SCHOOL Games/Update  8/20/09  10:42AM
358: clearer statements of HIGH SCHOOL Games  8/23/09  2:42AM
359: finite two person HIGH SCHOOL games  8/24/09  1:28PM
360: Finite Linear/Limited Memory Games  8/31/09  5:43PM
361: Finite Promise Games
362: Simplest Order Invariant Game
363: Greedy Function Games/Largest Cardinals 1
364: Anticipation Function Games/Largest Cardinals/Simplified 9/7/09
11:18AM
365: Free Reductions and Large Cardinals 1  9/24/09  1:06PM
366: Free Reductions and Large Cardinals/polished  9/28/09  2:19PM
367: Upper Shift Fixed Points and Large Cardinals  10/4/09  2:44PM

Harvey Friedman