Table 27
Significance of the correlations of dipole directions between high and low multipoles.
| No. of | No. of | Mean | |
| ℓ lim | p = 100% | p> 99% | p-value |
|
|
|||
| 100 ......... | 494/500 | 500/500 | 500/500 |
| 200 ......... | 499/500 | 500/500 | 500/500 |
| 300 ......... | 497/500 | 500/500 | 500/500 |
| 400 ......... | 496/500 | 500/500 | 500/500 |
| 500 ......... | NA | 473/500 | 489/500 |
| 600 ......... | NA | NA | 317/500 |
| 200 (ℓmin = 100) .... | 500/500 | 500/500 | 500/500 |
| 300 (ℓmin = 100) .... | 492/500 | 500/500 | 500/500 |
| 400 (ℓmin = 100) .... | NA | 490/500 | 492/500 |
| 500 (ℓmin = 100) .... | NA | 470/500 | 487/500 |
| 600 (ℓmin = 100) .... | NA | NA | 267/500 |
Notes. Significance levels are defined similarly to Table 26, but here θmean is defined as the mean of the angular distances between all pairs of dipole directions where one is computed for ℓmin<ℓ <ℓlim and the second direction for ℓlim<ℓ <ℓmax. Note that the global significance levels are only based on ℓmax values selected over the full range 2–1500, since high values of ℓlim yield poor statistics for the smaller range 2–600. The two last rows give significance levels for the case where we consider ℓmin = 100 in the analysis. In some cases the data do not have any p = 100% or p> 99% occurences in the given range. This is denoted by NA, as the given statistic is not applicable for these cases.
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