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This website is intended to provide a better idea over the results of the ensemble computation and how these might be helpful. For detailed explanation of the cost function, the different parameters etc. please refer to the paper.
Ensemble 1. Sampling all three parameters.
1331 surfaces.
Ensemble 2. Sampling p0 only.
101 surfaces.
Ensemble 3. Sampling p1 only.
101 surfaces.
Ensemble 4. Sampling p2 only.
101 surfaces.
p0 = [0..1],
0.1 steps
p1 = [0..1],
0.1 steps
p2 = [0..1],
0.1 steps
p0 = [0..1],
0.01 steps
p1 = 1.0
p2 = 1.0
p0 = 0.65
p1 = [0..1],
0.01 steps
p2 = 1.0/0.15
p0 = 0.65
p1 = 1.0
p2 = [0.75..1.25], 0.005 steps
Standard Deviaton, whole ensemble
Standard Deviaton, whole ensemble
Standard Deviaton, whole ensemble
The following videos show an animation through all surfaces of the ensemble ranges as denoted.
All surfaces for p0 = [0..0.9], p1 = [0..1], p2 = [0.75..1.25]
As can be seen the results when using large values for p0 are quite different than for most of the range of p0. The reasons for that are described in the paper (see also how different the surfaces are in the last frames of the video for p0 = [0..1])
For this comparison, and all following images we limit p0 to [0..0.9].
