Table 3.

The observed pairwise recombination frequencies for ordered triplet of markers M ₁–M ₂–M ₃

	${\mathit{\rho }}_{12}$	${\mathit{\rho }}_{23}$	${\mathit{\rho }}_{13}$
${\mathit{\epsilon }}_{M_1}=0,{\mathit{\epsilon }}_{M_2}=0,{\mathit{\epsilon }}_{M_3}=0$	θ 12	θ 23	θ 12 + θ 23 − 2θ 12 θ 23
${\mathit{\epsilon }}_{M_1}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_2}=0,{\mathit{\epsilon }}_{M_3}=0$	θ 12 + ε(1 − 2θ 12)	θ 23	θ 12 + θ 23 − 2θ 12 θ 23 + ε(1 − 2θ 12)(1 − 2θ 23)
${\mathit{\epsilon }}_{M_1}=0,{\mathit{\epsilon }}_{M_2}=0,{\mathit{\epsilon }}_{M_3}=\mathit{\epsilon }$	θ 12	θ 23 + ε(1 − 2θ 23)	θ 12 + θ 23 − 2θ 12 θ 23 + ε(1 − 2θ 12)(1 − 2θ 23)
${\mathit{\epsilon }}_{M_1}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_2}=0,{\mathit{\epsilon }}_{M_3}=\mathit{\epsilon }$	θ 12 + ε(1 − 2θ 12)	θ 23 + ε(1 − 2θ 23)	θ 12+ θ 23 − 2θ 12 θ 23 + 2ε(1 − ε)(1 − 2θ 12)(1 − 2θ 23)
${\mathit{\epsilon }}_{M_1}=0,{\mathit{\epsilon }}_{M_2}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_3}=0$	θ 12 + ε(1 − 2θ 12)	θ 23 + ε(1 − 2θ 23)	θ 12 + θ 23 − 2θ 12 θ 23
${\mathit{\epsilon }}_{M_1}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_2}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_3}=0$	θ 12 + 2ε(1 − ε)(1 − 2θ 12)	θ 23 + ε(1 − 2θ 23)	θ 12 + θ 23 − 2θ 12 θ 23 + ε(1 − 2θ 12)(1 − 2θ 23)
${\mathit{\epsilon }}_{M_1}=0,{\mathit{\epsilon }}_{M_2}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_3}=\mathit{\epsilon }$	θ 12 + ε(1 − 2θ 12)	θ 23 + 2ε(1 − ε)(1 − 2θ 23)	θ 12 + θ 23 − 2θ 12 θ 23 + ε(1 − 2θ 12)(1 − 2θ 23)
${\mathit{\epsilon }}_{M_1}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_2}=\mathit{\epsilon },{\mathit{\epsilon }}_{M_3}=\mathit{\epsilon }$	θ 12 + 2ε(1 − ε)(1 − 2θ 12)	θ 23 + 2ε(1 − ε)(1 − 2θ 23)	θ 12 + θ 23 − 2θ 12 θ 23 + 2ε(1 − ε)(1 − 2θ 12)(1 − 2θ 23)

Denotations of θ ₁₂, θ ₂₃, ${\mathit{\epsilon }}_{M_1}$, ${\mathit{\epsilon }}_{M_2}$, ${\mathit{\epsilon }}_{M_3}$ and ε are identical to those in Table 1