Table 3.

Estimates of the final model with the third approach (subcomposition search with ALR). Ratios have been left with the fixed denominator part, hence positive and negative coefficients.

	BIC penalty			Bonferroni penalty
Ratio	Estimate	s.e.	p-value	Estimate	s.e.	p-value
Stre/Rose	0.1488	0.0444	0.0008	0.1415	0.0438	0.0012
Dial/Rose	0.1354	0.0267	$<0.0001$	0.1407	0.0262	$<0.0001$
Pept/Rose	−0.1909	0.0331	$<0.0001$	−0.2065	0.0324	$<0.0001$
Lact/Rose	0.1547	0.0404	$<0.0001$	0.1420	0.0397	0.0003
Bact/Rose	−0.2859	0.0521	$<0.0001$	−0.2792	0.0481	$<0.0001$
Dore/Rose	0.2252	0.0483	$<0.0001$	0.2021	0.0439	$<0.0001$
Adle/Rose	0.1477	0.0375	$<0.0001$	0.1511	0.0360	$<0.0001$
Aggr/Rose	0.1381	0.0332	$<0.0001$	0.1378	0.0328	$<0.0001$
Prev/Rose	−0.0905	0.0260	0.0005	−0.0920	0.0258	0.0004
Osci/Rose	0.1551	0.0439	0.0004
Clos/Rose	−0.2140	0.0723	0.0031
BIC	964.44			967.42