# Changeset 2292Tweet

Ignore:
Timestamp:
Apr 16, 2008, 12:11:50 AM (15 years ago)
Message:
• Put part3 and part4 results in the paper.
Location:
research/2008-displacement
Files:
2 edited

### Legend:

Unmodified
 r2291 # Mean voting for part 3 and 4 # Square mean voting is not interesting cat part3/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part3/* | awk '{ a+=$4; dx+=$10; dy+=$12; n+=1 } END { print a/n, dx/n, dy/n }')"; done | sort -nk2 | head -20 cat part3/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part3/* | awk '{ a+=$8; dx+=$10; dy+=$12; n+=1 } END { print a/n, dx/n, dy/n }')"; done | sort -nk2 | head -20 cat part4/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part4/* | awk '{ a+=$4; dx+=$10; dy+=$12; n+=1 } END { print a/n, dx/n, dy/n }')"; done | sort -nk2 | head -20 cat part4/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part4/* | awk '{ a+=$8; dx+=$10; dy+=$12; n+=1 } END { print a/n, dx/n, dy/n }')"; done | sort -nk2 | head -20 # root square mean voting... why not, after all? cat part3/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part3/* | awk '{ a+=sqrt($4); dx+=$10; dy+=$12; n+=1 } END { print (a/n)*(a/n), dx/n, dy/n }')"; done | sort -nk2 | head -20 cat part3/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part3/* | awk '{ a+=sqrt($8); dx+=$10; dy+=$12; n+=1 } END { print (a/n)*(a/n), dx/n, dy/n }')"; done | sort -nk2 | head -20 cat part4/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part4/* | awk '{ a+=sqrt($4); dx+=$10; dy+=$12; n+=1 } END { print (a/n)*(a/n), dx/n, dy/n }')"; done | sort -nk2 | head -20 cat part4/aerials2.1.01.txt | while read x k y ; do echo "$k$(grep $k part4/* | awk '{ a+=sqrt($8); dx+=$10; dy+=$12; n+=1 } END { print (a/n)*(a/n), dx/n, dy/n }')"; done | sort -nk2 | head -20 # Clever stuff (or not)
 r2291 \begin{tabular}{|c|c|c|c|} \hline ~ rank ~&~ coefficients ~&~ $E$ ~&~ $E_{min}$ ~\\ \hline ~ 1 ~&~ 8 3 5 0 ~&~ 0.00129563 ~&~ 0.000309993 ~\\ \hline ~ 2 ~&~ 7 3 6 0 ~&~ 0.00131781 ~&~ 0.000313941 ~\\ \hline ~ 3 ~&~ 9 3 4 0 ~&~ 0.00131115 ~&~ 0.000310815 ~\\ \hline ~ 4 ~&~ 9 2 5 0 ~&~ 0.00132785 ~&~ 0.000322754 ~\\ \hline ~ 5 ~&~ 8 4 4 0 ~&~ 0.00131170 ~&~ 0.000317490 ~\\ \hline ~ rank ~&~ coefficients ~&~ $E\times10^4$ ~&~ $E_{min}\times10^4$ ~\\ \hline ~ 1 ~&~ 7 3 6 0 ~&~ 4.65512 ~&~ 3.94217 ~\\ \hline ~ 2 ~&~ 8 3 5 0 ~&~ 4.65834 ~&~ 4.03699 ~\\ \hline ~ \dots ~&~ \dots ~&~ \dots ~&~ \dots ~\\ \hline ~ 5 ~&~ 7 3 5 1 ~&~ 4.68588 ~&~ 3.79556 ~\\ \hline ~ \dots ~&~ \dots ~&~ \dots ~&~ \dots ~\\ \hline ~ 18 ~&~ 6 3 5 2 ~&~ 4.91020 ~&~ 3.70465 ~\\ \hline ~ \dots ~&~ \dots ~&~ \dots ~&~ \dots ~\\ \hline \begin{tabular}{|c|c|c|c|} \hline ~ rank ~&~ coefficients ~&~ $E_{min}$ ~&~ $E$ ~\\ \hline ~ 1 ~&~ 7 3 5 1 ~&~ 0.000306251 ~&~ 0.00141414 ~\\ \hline ~ 2 ~&~ 6 3 6 1 ~&~ 0.000325488 ~&~ 0.00145197 ~\\ \hline ~ 3 ~&~ 8 3 4 1 ~&~ 0.000313537 ~&~ 0.00141632 ~\\ \hline ~ 4 ~&~ 7 3 4 2 ~&~ 0.000336239 ~&~ 0.00156376 ~\\ \hline ~ 5 ~&~ 6 4 5 1 ~&~ 0.000333702 ~&~ 0.00147671 ~\\ \hline ~ rank ~&~ coefficients ~&~ $E_{min}\times10^4$ ~&~ $E\times10^4$ ~\\ \hline ~ 1 ~&~ 6 3 5 2 ~&~ 3.70465 ~&~ 4.91020 ~\\ \hline ~ 2 ~&~ 7 3 5 1 ~&~ 3.79556 ~&~ 4.68588 ~\\ \hline ~ \dots ~&~ \dots ~&~ \dots ~&~ \dots ~\\ \hline ~ 15 ~&~ 7 3 6 0 ~&~ 3.94217 ~&~ 4.65512 ~\\ \hline ~ \dots ~&~ \dots ~&~ \dots ~&~ \dots ~\\ \hline ~ 22 ~&~ 8 3 5 0 ~&~ 4.03699 ~&~ 4.65834 ~\\ \hline ~ \dots ~&~ \dots ~&~ \dots ~&~ \dots ~\\ \hline