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. 2020 Dec 2;15(12):e0233200. doi: 10.1371/journal.pone.0233200

Table 2. Different fitted models using the Legendre polynomials (Leg).

Model1 Order P2 AIC BIC PAL LRT
Leg.0.H 0 2 11306.5 11318.9 11302.5 377.7*
Leg.1.H 1 4 11287.6 11312.4 11279.6 400.6*
Leg.2.H 2 7 11255.3 11298.8 11256.8 438.8*
Leg.3.H 3 11 11218.1 11286.4 11229.1 484.1*
Leg.4.H 4 16 11191.4 11290.9 11217.4 520.7*
Leg.5.H 5 22 11149.6 11286.3 11197.3 574.5*
Leg.6.H 6 29 11134.4 11314.6 11243.4 603.7*
Leg.0.D 0 14 11006.7 11093.7 10978.7 507.6*
Leg.1.D 1 16 10983.4 11082.8 10951.4 534.9*
Leg.2.D 2 19 10928.4 11046.5 10930.0 595.9*
Leg.3.D 3 23 10865.1 11008.1 10885.4 667.2*
Leg.4.D 4 28 10739.6 10913.6 10778.8 802.7*
Leg.5.D 5 34 10648.1 10859.4 10729.9 906.2*
Leg.6.D 6 41 10645.4 10900.2 10880.5 922.9*

1These models can assume homogeneous (H) or diagonal (D) residual variance structure. 2Number of parameters

*Significant with the LRT test.