Description Usage Arguments Value Author(s) References See Also Examples
Performs a particular RLQ analysis where a partition of sites (rows of R) is taken into account. The within-class RLQ analysis search for linear combinations of traits and environmental variables of maximal covariance.
1 2 3 4 5 6 |
x |
an object of class rlq (created by the |
fac |
a factor partitioning the rows of R |
scannf |
a logical value indicating whether the eigenvalues bar plot should be displayed |
nf |
if scannf FALSE, an integer indicating the number of kept axes |
xax |
the column number for the x-axis |
yax |
the column number for the y-axis |
... |
further arguments passed to or from other methods |
The wca.rlq
function returns an object of class 'betrlq'
(sub-class of 'dudi'). See the outputs of the print
function
for more details.
Stephane Dray stephane.dray@univ-lyon1.fr
Wesuls, D., Oldeland, J. and Dray, S. (2012) Disentangling plant trait responses to livestock grazing from spatio-temporal variation: the partial RLQ approach. Journal of Vegetation Science, 23, 98–113.
1 2 3 4 5 6 7 8 9 | data(piosphere)
afcL <- dudi.coa(log(piosphere$veg + 1), scannf = FALSE)
acpR <- dudi.pca(piosphere$env, scannf = FALSE, row.w = afcL$lw)
acpQ <- dudi.hillsmith(piosphere$traits, scannf = FALSE, row.w = afcL$cw)
rlq1 <- rlq(acpR, afcL, acpQ, scannf = FALSE)
wrlq1 <- wca(rlq1, fac = piosphere$habitat, scannf = FALSE)
wrlq1
plot(wrlq1)
|
Within RLQ analysis
call: wca.rlq(x = rlq1, fac = piosphere$habitat, scannf = FALSE)
class: witrlq dudi
$rank (rank): 25
$nf (axis saved): 2
eigen values: 1.293 0.2569 0.087 0.0458 0.02769 ...
vector length mode content
1 $eig 25 numeric eigen values
2 $lw 25 numeric row weigths (crossed array)
3 $cw 54 numeric col weigths (crossed array)
data.frame nrow ncol content
1 $tab 25 54 crossed array (CA)
2 $li 25 2 R col = CA row: coordinates
3 $l1 25 2 R col = CA row: normed scores
4 $co 54 2 Q col = CA column: coordinates
5 $c1 54 2 Q col = CA column: normed scores
6 $lR 378 2 row coordinates (R)
7 $lsR 378 2 supplementary row coordinates (R)
8 $mR 378 2 normed row scores (R)
9 $lQ 87 2 row coordinates (Q)
10 $mQ 87 2 normed row scores (Q)
11 $aR 2 2 axes onto within-RLQ axes (R)
12 $aQ 2 2 axes onto within-RLQ axes (Q)
13 $acR 2 2 RLQ axes onto within-RLQ axes (R)
14 $acQ 2 2 RLQ axes onto within-RLQ axes (Q)
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