Research Article

Biomass Modelling of Androstachys johnsonii Prain: A Comparison of Three Methods to Enforce Additivity

Table 5

Regression coefficients and goodness of fit statistics for the best linear and nonlinear models in (3) and (4), respectively.

Tree component Weight function (±SE) (±SE) (±SE) Adj. (%) (kg) CV (%) MRSE (kg)MR
(kg)

Linear models
Roots 0.2522 (±0.6334) 0.0097 (±0.0002)*94.94 9.59 20.10 0.1520
Stem wood 0.6616 (±1.1451) 0.0251 (±0.0004)*97.49 19.66 15.84 0.0255
Stem bark 0.1895 (±0.3503) 0.0028 (±0.0001)*84.24 4.97 34.97 0.3397
Crown −1.9106 (±1.5216) 0.0984 (±0.0044)*84.24 27.06 46.34 1.0292
Total tree 1.4066 (±2.1984) 0.0494 (±0.0008)*97.61 34.92 14.29 0.0247

Nonlinear models
Roots 0.0091 (±0.0024)*1.0074 (±0.0841)*94.94 10.40 21.79 0.1480
Stem wood 0.0197 (±0.0063)*1.8210 (±0.0567)*1.3081 (±0.1559)*97.71 18.83 15.18 0.0272
Stem bark 0.0022 (±0.0019) 1.7451 (±0.1564)*1.4084 (±0.4355) 84.84 5.70 40.11 0.3770
Crown 0.0350 (±0.0137)*2.1318 (±0.1385)*0.5290 (±0.1482)*84.42 26.89 46.05 0.5396
Total tree 0.0533 (±0.0093)*0.9920 (±0.0196)*97.60 38.68 15.83 0.1192

SE = standard error; “*” = significant at α ≥ 5%; “ ” = not significant at any probability level.