2.2. Regression models
Multiple regression models used for marine metazooplankton taxa (Ikeda, 2014) were modified for respective analyses.The first model is
InR = a0 + al x InBM + a2 x (l000/Temp) + a3 x InDepth (1)
where InR is the logarithm (base e) of the respiration rate (R: ulo2 ind-1h-1), InBM is the logarithm of the body mass '(W'M,"DM, C or N), Temp is habitat temperature (K), and InDepth is the logarithm of sampling or habitat depth (meters). Next, taxon terms are introduced to the tirst model as
InR = a0+al x InBM+a2 x (1000/Temp) + a3 x InDepth + a4 x De
+a5 x Ch + a6 + Cr + a7 x En + a8 x Go + a9 x Hi + al0
x Jo + al1 x Ma + al2 x Oc + al3 x Om + al4 x Ps + al5
x Py +al6 x Se + al7 x Va + al8 x Oc (2)
2.2. Regression modelsMultiple regression models used for marine metazooplankton taxa (Ikeda, 2014) were modified for respective analyses.The first model isInR = a0 + al x InBM + a2 x (l000/Temp) + a3 x InDepth (1)where InR is the logarithm (base e) of the respiration rate (R: ulo2 ind-1h-1), InBM is the logarithm of the body mass '(W'M,"DM, C or N), Temp is habitat temperature (K), and InDepth is the logarithm of sampling or habitat depth (meters). Next, taxon terms are introduced to the tirst model asInR = a0+al x InBM+a2 x (1000/Temp) + a3 x InDepth + a4 x De+a5 x Ch + a6 + Cr + a7 x En + a8 x Go + a9 x Hi + al0x Jo + al1 x Ma + al2 x Oc + al3 x Om + al4 x Ps + al5x Py +al6 x Se + al7 x Va + al8 x Oc (2)
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