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God's algorithm for megaminx <U,R>
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God's algorithm for megaminx <U,R>
All 3x3x3 involutions solved
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title
author
last post
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
Antisymmetry and enumeration of LL algorithms
Thanks for the response.A
by
Joe Miller
Using GAP and U rotations and
by
jaap
Joe Miller
10/29/2010 - 08:25
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
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
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
God's Algorithm out to 18q*: 368,071,526,203,620,348
rokicki
07/19/2014 - 14:32
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
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God's Algorithm Calculations
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