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Table 1.

Differential rotation parameters for 16 Cyg A and B.

16 Cyg A
Ω0/2π 471 ± 43
Ω1/2π −42.7 ± 41.5

16 Cyg B

p1 = 0.40 p2 = 0.33 p3 = 0.27

Ω0/2π 518 385 618
Ω1/2π −47.1 −43.6 −68.1
σ1, 1 2562 1557 4157
σ2, 2 2029 3873 1849
σ1, 2 −108 60.1 −647

Notes. For the former, the posterior mean and standard deviation are given in nHz. For the latter, we give the parameters of the three-component Gaussian mixture model used to represent the joint posterior density, as inferred using the EM algorithm. The weights are pk, k = 1, 2, 3. The vector (Ω0/2π, Ω1/2π) is the mean vector of each component (in nHz). The coefficients σi, j, i, j = 1, 2, of the covariance matrices are given in nHz2. We note that σ1, 2 = σ2, 1.

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