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. 2010 Jul 19;106(4):647–652. doi: 10.1093/aob/mcq145

Table 1.

Bootstrapping means and 95 % confidence intervals of self-thinning slopes of the relationship between survivor densities and mean individual mass (both log-transformed; n = 10)

Slope
Intercept
p s F? Mean 95 % CI Mean 95 % CI
0 0·0 n –0·8204 –0·8212 to –0·8196 12·743 12·738–12·749
0·5 0·0 n –0·8934 –0·8989 to –0·8879 13·296 13·258–13·335
1·0 0·0 n –1·1381 –1·1428 to –1·1333 14·090 14·059–14·122
10·0 0·0 n –1·4278 –1·4305 to –1·4251 14·451 14·433–14·469
0 0·4 n –0·9148 –0·9158 to –0·9138 13·115 13·108–13·122
0 0·4 y –0·8228 –0·8232 to –0·8225 12·754 12·751–12·757
0 0·8 n –1·0514 –1·0526 to –1·0502 13·143 13·134–13·151
0 0·8 y –0·8309 –0·8315 to –0·8304 12·806 12·802–12·810
0·5 0·4 n –0·9354 –0·9384 to –0·9323 13·249 13·229–13·268
0·5 0·4 y –0·8685 –0·8721 to –0·8648 13·113 13·087–13·139
0·5 0·8 n –1·0838 –1·0844 to –1·0832 13·311 13·640–13·716
0·5 0·8 y –0·9497 –0·9550 to –0·9443 13·678 13·307–13·315
1·0 0·4 n –1·1216 –1·1264 to –1·1167 13·769 13·880–13·929
1·0 0·4 y –1·1106 –1·1136 to –1·1077 13·905 13·731–13·870
1·0 0·8 n –1·2019 –1·2037 to –1·2001 12·958 13·368–13·397
1·0 0·8 y –1·0996 –1·1013 to –1·0978 14·383 12·943–12·972
10·0 0·4 n –1·4970 –1·4984 to –1·4955 14·790 14·779–14·801
10·0 0·4 y –1·4503 –1·4517 to –1·4489 14·558 14·548–14·568
10·0 0·8 n –1·6095 –1·6117 to –1·6074 15·412 15·395–15·428
10·0 0·8 y –1·4585 –1·4602 to –1·4567 14·580 14·567–14·593

s defines the level of stress (0–1), and p defines the size symmetry of competition (0: completely symmetric; 0·5: partially size-symmetric; 1·0: perfectly size-symmetric; 10·0: highly size-asymmetric). F? indicates whether the case includes facilitation.