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Forum topic
Two more classes with exacly 4 symmetries done - most 20f* are antisymmetric
Wow, good point! I tend to o
by
rokicki
Thanks -- that's clearer. I
by
Mike G
I can give you a stochastic a
by
rokicki
First things first...
by
Mike G
Great work! Of the 771 kno
by
rokicki
Herbert Kociemba
10/29/2010 - 08:16
Forum topic
New optimal solutions for an important group
Interestingly, even if you le
by
rokicki
the fraction of cube space
by
Bruce Norskog
Tom encouraged me to post som
by
silviu
In order to explain it in a e
by
silviu
It's a simple coset search.
by
rokicki
How did you manage to do this
by
Herbert Kociemba
This is absolutely amazing; o
by
rokicki
Thank you for the improvement
by
silviu
Made a minor edit
by
cubex
Mark I have submitted this bu
by
silviu
silviu
10/29/2010 - 08:16
Forum topic
Analysis of another two symmetry subgroups of order 4
I always run the two-phase-so
by
Herbert Kociemba
Excellent work! I wonder how
by
rokicki
Herbert Kociemba
10/29/2010 - 08:16
Story
Rubik can be solved in 35q
silviu
10/29/2010 - 08:16
Forum topic
Regarding God's Algorithm Calculations and lower bounds on face metric
oh...
by
xintax
To expand just a little bit m
by
Mike G
An equivalence class containi
by
silviu
Clarifications
by
xintax
I can say that the actual low
by
silviu
xintax
10/29/2010 - 08:16
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
39 cubes with 20f moves in a class with 4 symmetries
I recommend to take a look at
by
Herbert Kociemba
May I also have a copy of that?
by
xintax
Queastion regarding the Process
by
xintax
Email
by
rokicki
Please give me your email add
by
Herbert Kociemba
Is it possible for me to get
by
rokicki
That's still stunningly fast;
by
rokicki
The first 26 are selfinverse,
by
Herbert Kociemba
It is the time for the whole
by
Herbert Kociemba
Hmm, all these positions are
by
rokicki
Wow, that's great! I'm jus
by
rokicki
Herbert Kociemba
10/29/2010 - 08:17
Story
Another four interesting cosets
Same calculation differently?
by
mdlazreg
Nice work!!! Do you have ge
by
silviu
rokicki
10/29/2010 - 08:17
Forum topic
Symmetric Cube Positions with more than 4 symmetries
I've done an analysis of your
by
rokicki
Symmetry reductions
by
Herbert Kociemba
Symmetric search actually is
by
rokicki
I think you mean less or equa
by
Herbert Kociemba
Dan Hoey (a frequent contribu
by
Jerry Bryan
Naming symmetries
by
rokicki
Nice work!!! Are you going to
by
silviu
Herbert Kociemba
10/29/2010 - 08:21
Story
44 million cubes
I believe there is a strong c
by
rokicki
> I am sure you do not mean c
by
Mike G
Maybe I expressed not clear e
by
Herbert Kociemba
Certainly in the restricted t
by
rokicki
Tendency to antisymmetry for 20f-positions
by
Herbert Kociemba
To clarify just one thing:
by
Mike G
Antisymmetry
by
Herbert Kociemba
> Do you mean that if a posit
by
Mike G
I'm not sure I understand the
by
Jerry Bryan
I'd be interested to see the
by
Mike G
20 move positions with symmetries
by
Herbert Kociemba
Here's the distribution of sy
by
rokicki
symmetry and deep positions
by
Bruce Norskog
Random quarter turn positions
by
rokicki
Have you ever done a similar
by
Jerry Bryan
Very interesting!!! I wonder
by
silviu
rokicki
10/29/2010 - 08:21
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God's Algorithm Calculations
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