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Several PLS algorithms have been proposed in the literature, for different shapes of data (SIMPLS [ 48], PLS1 and PLS2 [ 47], PLS-SVD [ 49]), as well as for different modelling aims (predictive like PLS2, or modelling like PLS-mode A, see [ 2, 23, 50]).
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Data were simulated using the Weibull frailty model with two different shapes of the Weibull distribution.
(The opening cocktail menu requires 18 different shapes of ice).
Altogether, different shapes of TIM-barrels are presented (Figure S2).
Two different shapes of pinworm eggs were seen.
Try different shapes of fins.
There are different shapes of shells.
There are different shapes of undies out there, so naturally there are different shapes of pads!
The different shape of the loops is also consistent with these data.
Second, homology of linear distances was difficult to be evaluated due to insufficiency of homologous points about defining many distances (maximum width, etc).. Thirdly, similar set of distance measures may be obtained from two different shapes because data did not include location of each distance measurement which were relative to the other distance measurements.
Different shape of PSFs are recovered.
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