[r-t] 147 TDMM
Alexander Holroyd
holroyd at math.ubc.ca
Wed Sep 29 22:15:14 UTC 2010
Fascinating! Still some work to do to understand all this...
Yes, ignoring the 30-lead splice does indeed seem the way to go!
I assume "simple cluster" = containing a single-method extent?
I would like to see, for each cluster, the list of simple splices it
involves. I.e. a list of all values of (method X, method Y, # of leads
changed) for edges in the cluster. (If you want to get fancy you could
try to omit "implied edges" - e.g. if you already know there is a 6-lead
splice of Cm-Bv, don't mention the resulting 12- 18- and 24- lead splices;
but we can probably still cope if they are included).
On Wed, 29 Sep 2010, Richard Smith wrote:
> Richard Smith wrote:
>
>> The full analysis of the all 4614 plans should be finished shortly.
>
> And indeed it now has -- time 2h9.
>
> There are 506 connected components of which 14 are simple. The simple
> components contain the methods:
>
> 1. Sg
> 2. Nm So C3 C2 Pn
> 3. Nw Mo Ak Ct Mu Ch Av Ca Ke Ce Cd Sw Va Li Co Cc We Lo
> Cu Cx Bn Pv Bt Le Md Mp C1 Cl Nb Wh Gl Fo Ml By Pm Ed
> Kh Ww Lu Cz Cy Bh Os Bw Wf
> 4. Qu Sn Ti Sh Tr Km
> 5. Kt
> 6. Bl Wk
> 7. Fr Cg Cj Nl Du Yo Su He Bv Bk Cm Pr Ip Nf Bs Wa
> 8. Bu
> 9. Es Cv
> 10. Rc Bz
> 11. Bm Bc El Cr Wm St Lf Ro Sa Wo Te Ev Po Dt Ck Wt Di Ms
> Do Dn Pe Wl Bg Kn Rs Ba Cs Fg Sk Ey Bp Wv Bo Hu Ki Lv
> Cn Ri Dk Cf Ny Oc Ci Ks Ls Sd Ox No Ne Ab Ws Ad Ma Br
> Ta Hm Ol Cb Ng Wi Cw Ns Sl Wr
>
> The full list of plans grouped into clusters is here:
>
> http://ex-parrot.com/~richard/minor/147/plans-in-clusters.txt
>
> RAS
>
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