Aaron's slides are up http://www.integraldomain.net/aaron/talks/IAS-invitation1.pdf -- Thane Plambeck tplambeck@... [*note new address*] ...
5
weimer_umn
Oct 30, 2006 4:21 pm
Hi Thane, et. al. To Dan: I don't think we have met yet. My name is Mike Weimerskirch, I'm a grad student at the Univ. of Minnesota. Rest assured that there is...
6
weimer_umn
Oct 30, 2006 4:37 pm
At this point I have partially read Thane and Aaron's newest paper, so the answer to this question may be in there. After looking at a handful of misere...
7
Thane Plambeck
tplambeck@...
Oct 30, 2006 5:11 pm
Hi Mike, I don't think anyone has been able to find an example of games G and H with distinct normal play Grundy values such that Phi(G) = Phi(H), or prove...
8
hoey+m@...
Oct 30, 2006 8:26 pm
Hello all, and welcome to Mike. Mike, your messages to miseregames come to me with a From: field of "weimer_umn" <weimersk@...> This could imply, if...
9
hoey+m@...
Oct 30, 2006 9:29 pm
This surprised Aaron and me, and so might surprise other readers of the misere canonical form theorem (Theorems 74-77 of ONaG). The Mate of an impartial misere...
10
haoyuep@...
Oct 30, 2006 10:52 pm
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thaneplambeck
Oct 31, 2006 6:22 am
Count me among the surprised, also! Although I have to say it's good to know that concubines exist ;-) I've wondered whether the ideas in ONAG's Theorems...
12
hoey+m@...
Oct 31, 2006 12:56 pm
... I've heard that a mathematician will have a wife and a mistress, so that when the wife thinks he's with the mistress and the mistress thinks he's with the...
13
thaneplambeck
Nov 25, 2006 12:01 am
You can browse them <a href="http://miseregames.org/solutions.htm">here</a>. Let me know if there are problems or questions Thane...
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Thane Plambeck
tplambeck@...
Nov 25, 2006 12:35 am
I've just installed them here (and many thanks to Aaron Siegel for setting this up)! http://miseregames.org/solutions.htm Click on a index page, then a game,...
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Thane Plambeck
tplambeck@...
Dec 19, 2006 7:43 pm
Aaron Siegel is back from Israel where he gave five 2-hour lectures on misere games. Students and faculty from the Weizmann Institute helped prepare these ...
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weimer_umn
Mar 5, 2007 4:45 pm
I am reading Aaron's notes on Misere Games and Misere Quotients (again, thanks Aaron) and had a question on terminology. First, I like Aaron's use of...
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weimer_umn
Jul 27, 2007 6:12 pm
Here, I believe, is one calculated infinite indistinguishability quotient. A more readable version is on my website www.math.umn.edu/~weimersk Mike The seventh...
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Thane Plambeck
tplambeck@...
Jul 27, 2007 8:16 pm
Cool! Thanks for sending this. I'll check out the web site (but not for a few days) Thane ... -- Thane Plambeck tplambeck@... ...
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Thane Plambeck
tplambeck@...
Jul 27, 2007 10:06 pm
I guess the question woulds be, how does one go about proving that this is quotient is correct? And how did you calculate it? If a person could somehow...
20
Dan Hoey
haoyuep@...
Jul 28, 2007 12:53 am
... In particular, it looks like the bipartite monoid could be made finite with the relations f^17=f^13 and d^8=d^7. But if that were so, I expect ...
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weimer_umn
Jul 28, 2007 11:17 am
f^13(f d^15) = f^14d^15 = f^2d^3 is P but f^17(f d^15) = f^18d^15 = f^6d^3 is N (a winning move in the latter case is h_5 -> h_1 to f^6d^2a) d^8(f^8d) = f^8d^9...
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weimer_umn
Jul 30, 2007 3:45 pm
Oops. There were two N-positions that were previously listed as P-positions that have been corrected (as well as a typo). The quotient on my website has been...
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