Collation of trends for seedling–adult (S–A) distances and seedling to parent ratios (S/A) across the four scales examined in this study
| . | Between individuals . | Within species . | Between species . | Between functional types . |
|---|---|---|---|---|
| S–A vs. S–S | Strong linear | Strong linear (7 species only) | Extremely strong linear | Strong linear |
| S–A vs. A–A | Strong linear | Strong linear (2 species only) | Strong linear | Moderate linear |
| S–A vs. S/A | Moderate inverse exp | Strong inverse linear (1 species only) | Weak inverse exp | Weak inverse exp |
| S/A vs. A–A | Weak exp | Strong exp (4 species + 1 species inverse exp) | No overall relationship, linear (NR only)* | No relationship |
| S–S vs. S/A | Strong inverse exp | Strong inverse exp | Strong inverse power function (mainly due to NR)* | Moderate inverse linear |
| . | Between individuals . | Within species . | Between species . | Between functional types . |
|---|---|---|---|---|
| S–A vs. S–S | Strong linear | Strong linear (7 species only) | Extremely strong linear | Strong linear |
| S–A vs. A–A | Strong linear | Strong linear (2 species only) | Strong linear | Moderate linear |
| S–A vs. S/A | Moderate inverse exp | Strong inverse linear (1 species only) | Weak inverse exp | Weak inverse exp |
| S/A vs. A–A | Weak exp | Strong exp (4 species + 1 species inverse exp) | No overall relationship, linear (NR only)* | No relationship |
| S–S vs. S/A | Strong inverse exp | Strong inverse exp | Strong inverse power function (mainly due to NR)* | Moderate inverse linear |
exp = exponential curve.
* No relationship with R.
Collation of trends for seedling–adult (S–A) distances and seedling to parent ratios (S/A) across the four scales examined in this study
| . | Between individuals . | Within species . | Between species . | Between functional types . |
|---|---|---|---|---|
| S–A vs. S–S | Strong linear | Strong linear (7 species only) | Extremely strong linear | Strong linear |
| S–A vs. A–A | Strong linear | Strong linear (2 species only) | Strong linear | Moderate linear |
| S–A vs. S/A | Moderate inverse exp | Strong inverse linear (1 species only) | Weak inverse exp | Weak inverse exp |
| S/A vs. A–A | Weak exp | Strong exp (4 species + 1 species inverse exp) | No overall relationship, linear (NR only)* | No relationship |
| S–S vs. S/A | Strong inverse exp | Strong inverse exp | Strong inverse power function (mainly due to NR)* | Moderate inverse linear |
| . | Between individuals . | Within species . | Between species . | Between functional types . |
|---|---|---|---|---|
| S–A vs. S–S | Strong linear | Strong linear (7 species only) | Extremely strong linear | Strong linear |
| S–A vs. A–A | Strong linear | Strong linear (2 species only) | Strong linear | Moderate linear |
| S–A vs. S/A | Moderate inverse exp | Strong inverse linear (1 species only) | Weak inverse exp | Weak inverse exp |
| S/A vs. A–A | Weak exp | Strong exp (4 species + 1 species inverse exp) | No overall relationship, linear (NR only)* | No relationship |
| S–S vs. S/A | Strong inverse exp | Strong inverse exp | Strong inverse power function (mainly due to NR)* | Moderate inverse linear |
exp = exponential curve.
* No relationship with R.
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