Recent posts

type	title	author	last post
Forum topic	UFR / UF Coset Space	B MacKenzie	10/29/2010 - 07:52
Forum topic	An analysis of the corner and edge orientations of the 3x3x3 cube Hi Bruce, Let me try expla by mdlazreg 81 cosets, not 45 by rokicki I still don't follow what you by Bruce Norskog Cosets by rokicki When you get down to 1q away by mdlazreg Don't you mean 495 Kociemba c by mdlazreg Yes, trivial coset has a 24q* by rokicki This is a very interesting an by rokicki I am responding to parts of t by Bruce Norskog I am glad my numbers are inde by mdlazreg Results for other orientation schemes by Bruce Norskog This would yield 32 or more for the upper bound by Bruce Norskog Yes I know you did not keep t by mdlazreg Well yes, mdlazreg, I can gue by Bruce Norskog Let me give an example to des by mdlazreg mdlazreg, I agree that the 2n by Bruce Norskog Thanks Bruce. Correct, the by mdlazreg corner and edge permutations as a subgroup by Bruce Norskog The set of corner and edge permutations is a group by mdlazreg Recollections of Thistlethwaite's Algorithm by Jerry Bryan Subgroups and product groups by rokicki Coset by rokicki	mdlazreg	10/29/2010 - 07:22
Forum topic	Symmetry Reduction of Coset Spaces That's neat. You still need by B MacKenzie Basically, yes. The algori by Jerry Bryan So, can I take it to mean tha by B MacKenzie > I'm not very clear on what by Jerry Bryan Representations by B MacKenzie Truly it was arduous. I ac by Jerry Bryan Correction by B MacKenzie Cubic Symmetry by B MacKenzie My model for the 98 symmetry by Jerry Bryan Your post got me to fooling a by B MacKenzie > I wanted to get a feel fo by Jerry Bryan Normal Subgroups of the Cube Group by B MacKenzie I quickly read through Martin by B MacKenzie I really want to give some by Jerry Bryan I am confused by your definit by B MacKenzie Anti-symmetry by Recoloring by Jerry Bryan I was wrong by B MacKenzie Thank you for your insightful by Jerry Bryan Conjugates of Partial Representations by B MacKenzie Symmetry By Recoloring by Jerry Bryan The group S4 is the group of by Jerry Bryan My Interest in This Thread by Jerry Bryan Symm and SymmClass by Jerry Bryan Cubic Group Subgroups by B MacKenzie Schoenflies symbols and the C4v subgroups of M by Jerry Bryan A correction to my caveat by Jerry Bryan Good point, Jerry. Thanks fo by B MacKenzie > The elements of a symmetry by Jerry Bryan	B MacKenzie	07/26/2013 - 10:36
Forum topic	A Generalization on the Shamir Method Yes, that's it. Much thanks. by Jerry Bryan corrections by cubex Errata by Jerry Bryan	Jerry Bryan	07/21/2020 - 08:38
Forum topic	Efficient test for equivalence of bandaged 4x4x4s ?	Andreas Nortmann	10/29/2010 - 07:48
Forum topic	basic algorithms and schreier sims ?	nooneimportant	10/29/2010 - 07:16
Forum topic	Classification of the symmetries and antisymmetries of Rubik's cube Summary of symmetric and antisymmetric cube classification by Herbert Kociemba	Herbert Kociemba	05/10/2014 - 14:47
Forum topic	Permutations of the corners and edges: FTM FTM/QTM Grid by Bruce Norskog For me it is very interesting by Herbert Kociemba I am probably saying the same by Jerry Bryan Symmetry- and antisymmetry-reduced numbers by Bruce Norskog More info on the FTM antipodes by Bruce Norskog Congratulations Bruce. I have by silviu	Bruce Norskog	10/29/2010 - 08:17
Forum topic	Twenty-Three Moves Suffice Wow great site in the world.S by geogre100 That can be done? by HeatherMann Dang it! I congratulate yo by plastorgas Thanks.Very interesting data by Scoot This is a big reduction from by jasonsecada :-)))) Very interesting! Than by bfire52 Impressive graph by rokicki that's nothing by death Thanks by rokicki Wow! Many congratulations. by mdlazreg My congratulations Tom! This by Herbert Kociemba	rokicki	11/24/2010 - 01:52
Forum topic	God's Algorithm out to 16q* Symmetry by rokicki Of course we also can do it the other way round too by kociemba Results in HTM by kociemba Symmetry by tscheunemann Symmetrical cubes by rokicki Symmetry Reduction by tscheunemann	tscheunemann	06/01/2012 - 02:29
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