This is computed only on bifurcation. If n1 is the number of tips on the left
and n2 on the right. Asymmetry return abs(n1-n2)/(n1+n2-2)
Asymmetry is: |?-d|/(?+d -2)
i.e. ?=3 (red points)
d=1(azure point)
A=|3-1|/(3+1-2)=1
| Metric | Total_Sum | #Compartments (considered) |
#Compartments (discarded) |
Minimum | Average | Maximum | S.D |
| Partition_asymmetry | 61 | 102 | (1452) | 0 | 0.6 | 1 | 0.44377 |
The above example returns the total sum of the Partition_asymmetry at each bifurcation point, minimum, average and maximum values according to standard output of Lmeasure.