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Table 3

Parameter estimation results for the power-law models 1R${\cal M}_1^R$ and 1M${\cal M}_1^M$ as obtained by DIAMONDS.

Model α lnβ
1R${\cal M}_1^R$ (lower boundary) 0.270.02+0.02$ - 0.27_{ - 0.02}^{ + 0.02}$ 2.640.10+0.11$2.64_{ - 0.10}^{ + 0.11}$
1R${\cal M}_1^R$ (upper boundary) 0.110.03+0.02$0.11_{ - 0.03}^{ + 0.02}$ 1.560.15+0.17$1.56_{ - 0.15}^{ + 0.17}$
1M${\cal M}_1^M$ (lower boundary) 0.700.13+0.16$ - 0.70_{ - 0.13}^{ + 0.16}$ 7.821.16+1.03$7.82_{ - 1.16}^{ + 1.03}$
1M${\cal M}_1^M$ (upper boundary) 0.470.22+0.19$0.47_{ - 0.22}^{ + 0.19}$ 1.781.49+1.77$1.78_{ - 1.49}^{ + 1.77}$

Notes. Median values and corresponding 68.3% Bayesian credible limits are indicated.

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