The determination coefficient (R2) and P-value were also shown. The shaded zone was drawn according to this hypothesis: when PCW was 0.300 g g–1, the rest (0.700 g g–1) were soluble and thylakoid protein, Rubisco represented one quarter to one-third of the N in soluble and thylakoid protein, PR valued 0.175–0.233 g g–1(right side of shaded zone). When PCW was valued 0.000 g g–1 in limiting case (does not exist in reality), all the rest (1.000 g g–1) were soluble and thylakoid protein, PR valued 0.250–0.333 g g–1(left side of shaded zone). For more information see Harrison et al. [21]. The lines fitted separately for four species were significantly different (P PR as a dependent variable, tree species as fixed factors, and PCW as a covariate...
log10LN = α log10LP + log10 β; “√” indicates that there is no significant difference between N and P...
<p>Dashed lines depict N:P ratios of 16, 20 and 25 on a mass basis. Ratios of 16 and 20 are P limita...
<p>The line represents linear regression: y = 3.51x−0.53 R<sup>2</sup> = 0.88 <i>P</i><0.01.</p
Regression analysis of the fraction of leaf N allocated to (a) Rubisco (PR), (b) bioenergetics (PB),...
<p>The lines represent the following regression equations: (a) y = 91.04x/(x–2.87), R<sup>2</sup> = ...
The determination coefficient (R2) and P-value were also shown. The lines fitted separately for four...
<p>The lines represent the following regressions: (a) y = 32.89x+26.28 R<sup>2</sup> = 0.86 <i>P</i>...
<p>The lines represent the following regression equations: (a) y = 0.12x+6.33 R<sup>2</sup> = 0.82 <...
<p><b>A)</b> Linear regressions of leaf mass per area (LMA) with leaf volume per area (LVA or thickn...
Fraction of leaf N allocated to rubisco (PR), bioenergetics (PB), light-harvesting components (PL), ...
<p>Notes: n refers to the number of species in each fertilization gradient. P <0.05 are in bold. SLA...
<p>Filled black dots represent species of evergreen leaf habit and empty dots represent species of d...
+<p>The <i>p</i>-value indicates the probability of a significant relationship between the photosynt...
Seedling relative growth rate (RGR) achieved under favourable growth conditions can be thought of as...
<p>Regression lines were presented for significant correlations. Each point represents the genetic v...
log10LN = α log10LP + log10 β; “√” indicates that there is no significant difference between N and P...
<p>Dashed lines depict N:P ratios of 16, 20 and 25 on a mass basis. Ratios of 16 and 20 are P limita...
<p>The line represents linear regression: y = 3.51x−0.53 R<sup>2</sup> = 0.88 <i>P</i><0.01.</p
Regression analysis of the fraction of leaf N allocated to (a) Rubisco (PR), (b) bioenergetics (PB),...
<p>The lines represent the following regression equations: (a) y = 91.04x/(x–2.87), R<sup>2</sup> = ...
The determination coefficient (R2) and P-value were also shown. The lines fitted separately for four...
<p>The lines represent the following regressions: (a) y = 32.89x+26.28 R<sup>2</sup> = 0.86 <i>P</i>...
<p>The lines represent the following regression equations: (a) y = 0.12x+6.33 R<sup>2</sup> = 0.82 <...
<p><b>A)</b> Linear regressions of leaf mass per area (LMA) with leaf volume per area (LVA or thickn...
Fraction of leaf N allocated to rubisco (PR), bioenergetics (PB), light-harvesting components (PL), ...
<p>Notes: n refers to the number of species in each fertilization gradient. P <0.05 are in bold. SLA...
<p>Filled black dots represent species of evergreen leaf habit and empty dots represent species of d...
+<p>The <i>p</i>-value indicates the probability of a significant relationship between the photosynt...
Seedling relative growth rate (RGR) achieved under favourable growth conditions can be thought of as...
<p>Regression lines were presented for significant correlations. Each point represents the genetic v...
log10LN = α log10LP + log10 β; “√” indicates that there is no significant difference between N and P...
<p>Dashed lines depict N:P ratios of 16, 20 and 25 on a mass basis. Ratios of 16 and 20 are P limita...
<p>The line represents linear regression: y = 3.51x−0.53 R<sup>2</sup> = 0.88 <i>P</i><0.01.</p