Recent posts

type	title	author	last post
Forum topic	Square subgroup in QTM Radu analyzed a larger group by Bruce Norskog HTM of the square group by mdlazreg Each half-turn is simply 2 quarter turns by Bruce Norskog	mdlazreg	03/29/2013 - 23:55
Forum topic	5x5 can be solved in 109 MTM "Coset" solver for 5x5 "fringe region" by stannic Sorry for late reply by stannic Is it possible? by majord Diameter is actually 43 after all by Bruce Norskog We performed a complete bread by Bruce Norskog 43m* analysis by stannic 5x5 Fringe puzzle "coset solver" (last edit 08/29/11 GMT 22:07) by stannic 44 upper bound for diameter by Bruce Norskog The lame software harness by stannic Quick question by secondmouse 102m, 202s by stannic 103m, 204s by stannic 104m, 206s by stannic "1d" pattern from the table above by stannic Fringe pattern of the 5x5 puzzle by stannic Results from analysis of subgoals of the 5x5 by stannic 208s for 5x5 by stannic Distributions by stannic	stannic	10/09/2012 - 09:27
Forum topic	5x5 puzzle: Comparison between reduction chains (STM, 10000 instances)	stannic	10/09/2012 - 04:48
Forum topic	One Million Random Twenty-Four Puzzle Instances in the STM metric	stannic	10/07/2012 - 07:56
Forum topic	Sliding tile puzzle suboptimal solver	stannic	09/24/2012 - 08:07
Personal blog entry	Policy Change for New Accounts	cubex	06/29/2012 - 03:55
Forum topic	Non trivial identities Dimension in group theory ? by Rafoo Distinction between Physical Models and Mathematical Models by Jerry Bryan h dimensional space by B MacKenzie If you look at this way then by mdlazreg Correct. At least that is my by mdlazreg Yes I know that there is no g by mdlazreg I see. Thanks. Mathematica by mdlazreg re. Parameter Space by B MacKenzie Another Clarification by Jerry Bryan A Clarification by Jerry Bryan Parameter Space by B MacKenzie I am not sure what you mean b by mdlazreg Yes, I have the same feeling, by mdlazreg I was unaware that analysis. by B MacKenzie Actually all identities at 12 by mdlazreg FU U R U R' F' U U L' U' L FF' by Jerry Bryan Yes I agree, the identity man by mdlazreg Simple Cycle or Unique Simple Cycle and Symmetry by Jerry Bryan Conjugate relationships by B MacKenzie Correction by Jerry Bryan Commutitive Identities by B MacKenzie I would consider them as non by mdlazreg I am not sure about your argu by mdlazreg Hopefully, I haven't messed u by Jerry Bryan Identities and Commutivity by B MacKenzie I consider the identities abo by mdlazreg I think your example of Pons by mdlazreg Sorry, but I would call the i by Herbert Kociemba Backwards by Jerry Bryan Yes I was talking about QTM. by mdlazreg In fact I am not able to gene by mdlazreg Antipodes and Non-trivial Identities by Jerry Bryan I was able to generate subopt by mdlazreg It is not difficult to add su by Herbert Kociemba While I am happy your code ge by mdlazreg I think I figured out how the by mdlazreg Identities and Duplicate Positions by Jerry Bryan I used U U' for the input. T by Herbert Kociemba Identities at higher level by mdlazreg With my QTM otimal solver I g by Herbert Kociemba	mdlazreg	06/01/2012 - 02:40
Forum topic	God's Algorithm out to 15q* Antisymmetry and odd positions by Jerry Bryan Odd number of positions in FTM by kociemba Very Nice Analysis by Jerry Bryan Derivation of the term X-symmetric by Jerry Bryan Very nice! I had not thought by rokicki Solution of the odd pattern puzzle by mdlazreg With cube explorer. But 128 is a nice number. by brac37 odding position by brac37 What does the term "odding po by rokicki The 128 positions by mdlazreg odding positions by brac37	rokicki	06/01/2012 - 02:40
Forum topic	Two Face Group Re: Bijection by Bruce Norskog Chemists and Group Theory by B MacKenzie Bijection by Jerry Bryan cosets by B MacKenzie Petrus method by Bruce Norskog Group representations by B MacKenzie You don't actually code each by Jerry Bryan Symmetry by B MacKenzie number for each class matches by cubex Representing a group element as an integer by B MacKenzie I also posted <U,R> in by Jerry Bryan Looks Good by cubex Formatting Tables by B MacKenzie < U, R > God's Algorithm by cubex	B MacKenzie	06/01/2012 - 02:39
Forum topic	Enumerating all of 3x3x3 cube space - required performance characteristics Correct by rokicki Thank you for supplying all t by kociemba Analysis of coset approach by rokicki If we define the permutation by kociemba Coset search by rokicki Further by rokicki It's OK, you can get the counts by Mike G My hope is a little different by Jerry Bryan Enumerating all of cube space by rokicki	Jerry Bryan	06/01/2012 - 02:39
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