c
2-test in conjunction with Bonferroni z statistic
Tab. 18: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for altitude categories" and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 600 m |
87.54 |
40 |
87.547 |
0.7118 |
0.2197 |
0.4307 |
n=4 |
c 2=5046.6 |
£ 700 m |
23.4 |
45 |
23.402 |
0.1903 |
0.2574 |
0.4743 |
p=0.05 |
p<0.001 |
£ 800 m |
12.03 |
28 |
12.031 |
0.0978 |
0.1332 |
0.3221 |
z=2.4977 |
|
> 800 m |
0.02 |
10 |
0.020 |
0.0002 |
0.0198 |
0.1428 |
Tab. 19: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for aspect categories" and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 45° |
38 |
24 |
37.982 |
0.3088 |
0.094 |
0.2928 |
n=8 |
c 2=16.80 |
£ 90° |
39.98 |
42 |
39.961 |
0.3249 |
0.2245 |
0.4584 |
p=0.05 |
p<0.05 |
£ 135° |
14.27 |
17 |
14.263 |
0.1160 |
0.0531 |
0.2233 |
z=2.7344 |
|
£ 180° |
3.56 |
5 |
3.558 |
0.0289 |
-0.0080 |
0.0893 |
||
£ 225° |
5.04 |
12 |
5.038 |
0.0410 |
0.0244 |
0.1707 |
||
£ 270° |
9.348 |
8 |
9.344 |
0.0760 |
0.0042 |
0.1258 |
||
£ 315° |
5.23 |
7 |
5.228 |
0.0425 |
-0.0002 |
0.1140 |
||
£ 360° |
7.63 |
8 |
7.626 |
0.0620 |
0.0042 |
0.1258 |
Tab. 20: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for categories of lower layer coverage" (0=0%; 1=1-5%; 2=6-25%; 3=26-50%; 4=51-75%; 5>75%; Braun Blanquet, 1964) and for p=0.05. C.i. stands for confidence intervall.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 1 |
22.3 |
31 |
22.287 |
0.1812 |
0.1512 |
0.3529 |
n=5 |
c 2=12.69 |
2 |
28.3 |
18 |
28.284 |
0.2300 |
0.0643 |
0.2284 |
p=0.05 |
p<0.05 |
3 |
40.96 |
32 |
40.937 |
0.3328 |
0.1583 |
0.3621 |
Z=2.5758 |
|
4 |
15.129 |
21 |
15.121 |
0.1229 |
0.0833 |
0.2581 |
||
5 |
16.38 |
21 |
16.371 |
0.1331 |
0.0833 |
0.2581 |
Tab. 21: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for categories of middle coniferous layer coverage" (0=0%; 1=1-5%; 2=6-25%; 3=26-50%; 4=51-75%; 5>75%; Braun Blanquet, 1964) and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
0 |
55.35 |
69 |
55.193 |
0.4487 |
0.4492 |
0.6727 |
n=4 |
c 2=10.92 |
1 |
7.38 |
5 |
7.359 |
0.0598 |
-0.0038 |
0.0851 |
p=0.05 |
p<0.05 |
2 |
45.58 |
44 |
45.451 |
0.3695 |
0.2498 |
0.4657 |
z=2.4977 |
|
>2 |
15.04 |
5 |
14.997 |
0.1219 |
-0.0038 |
0.0851 |
Tab. 22: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for categories of lower coniferous layer coverage" (0=0%; 1=1-5%; 2=6-25%; 3=26-50%; 4=51-75%; 5>75%; Braun Blanquet, 1964) and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
0 |
65.56 |
78 |
65.432 |
0.5320 |
0.5302 |
0.7381 |
n=3 |
c2=12.42 |
1 |
29.76 |
13 |
29.702 |
0.2415 |
0.0393 |
0.1721 |
p=0.05 |
p<0.01 |
>1 |
27.92 |
32 |
27.866 |
0.2265 |
0.1655 |
0.3549 |
z=2.3940 |
Tab. 23: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for distance categories to nearest path" and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 50 m |
69.37 |
46 |
69.372 |
0.5640 |
0.2650 |
0.4830 |
n=4 |
c 2=18.19 |
£ 100 m |
33.33 |
47 |
33.331 |
0.2710 |
0.2727 |
0.4915 |
p=0.01 |
p< 0.001 |
£ 150 m |
13.9 |
20 |
13.900 |
0.1130 |
0.0795 |
0.2457 |
z=2.4977 |
|
> 150 m |
6.396 |
10 |
6.396 |
0.0520 |
0.0198 |
0.1428 |
Tab. 24: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for distance categories to nearest water" and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 50 m |
54.49 |
46 |
54.543 |
0.4434 |
0.2616 |
0.4864 |
n=5 |
c 2=10.97 |
£ 100 m |
34.93 |
46 |
34.964 |
0.2843 |
0.2616 |
0.4864 |
p=0.05 |
p<0.05 |
£ 150 m |
17.1 |
12 |
17.117 |
0.1392 |
0.0286 |
0.1665 |
z=2.5758 |
|
£ 200 m |
8.73 |
6 |
8.739 |
0.0710 |
-0.0012 |
0.0988 |
||
> 200 m |
7.63 |
13 |
7.637 |
0.0621 |
0.0343 |
0.1771 |
Tab. 25: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for distance categories to forest boundary" (0=0%; 1=1-5%; 2=6-25%; 3=26-50%; 4=51-75%; 5>75%; Braun Blanquet, 1964) and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 100 m |
8 |
24 |
11.576 |
0.0941 |
0.0948 |
0.2954 |
n=10 |
c 2=55.23 |
£ 200 m |
8 |
22 |
11.576 |
0.0941 |
0.0819 |
0.2759 |
p=0.05 |
p<0.05 |
£ 300 m |
11 |
15 |
15.918 |
0.1294 |
0.0391 |
0.2048 |
z=2.8071 |
|
£ 400 m |
11 |
6 |
15.918 |
0.1294 |
-0.0057 |
0.1033 |
||
£ 500 m |
7 |
11 |
10.129 |
0.0824 |
0.0172 |
0.1617 |
||
£ 600 m |
4 |
15 |
5.788 |
0.0471 |
0.0391 |
0.2048 |
||
£ 700 m |
6 |
4 |
8.682 |
0.0706 |
-0.0124 |
0.0774 |
||
£ 800 m |
4 |
6 |
5.788 |
0.0471 |
-0.0057 |
0.1033 |
||
£ 900 m |
4 |
5 |
5.788 |
0.0471 |
-0.0093 |
0.0906 |
||
> 900 m |
22 |
15 |
31.835 |
0.2588 |
0.0391 |
0.2048 |
Tab. 26: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for inclination categories" and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 10° |
37 |
10 |
53.541 |
0.4353 |
0.0178 |
0.1448 |
n= 5 |
c 2=125.85 |
£ 20° |
26 |
30 |
37.624 |
0.3059 |
0.1442 |
0.3436 |
p= 0.05 |
p< 0.001 |
£ 30° |
14 |
53 |
20.259 |
0.1647 |
0.3159 |
0.5459 |
z= 2.5758 |
|
£ 40° |
5 |
23 |
7.235 |
0.0588 |
0.0964 |
0.2775 |
||
>40° |
3 |
7 |
4.341 |
0.0353 |
0.0031 |
0.1107 |
Tab. 27: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for topographical categories" and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
flat |
9 |
1 |
12.872 |
0.1047 |
-0.0127 |
0.0290 |
n=5 |
c 2=144.17 |
gentle slope |
52 |
50 |
74.372 |
0.6047 |
0.2924 |
0.5206 |
p=0.05 |
p<0.001 |
concave slope |
10 |
4 |
14.302 |
0.1163 |
-0.0087 |
0.0737 |
z=2,5758 |
|
convex slope |
12 |
62 |
17.163 |
0.1395 |
0.3879 |
0.6202 |
||
crest |
3 |
6 |
4.291 |
0.0349 |
-0.0012 |
0.0988 |
Tab. 28: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for categories of herb coverage" (0=0%; 1=1-5%; 2=6-25%; 3=26-50%; 4=51-75%; 5>75%; Braun Blanquet, 1964) and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
|
3 |
9 |
4.291 |
0.0349 |
0.0112 |
0.1351 |
n=6 |
c 2=43.17 |
|
1 |
11 |
30 |
15.733 |
0.1279 |
0.1417 |
0.3461 |
p=0.05 |
p<0.05 |
2 |
19 |
40 |
27.174 |
0.2209 |
0.2138 |
0.4366 |
z=2.6383 |
|
3 |
25 |
31 |
35.756 |
0.2907 |
0.1487 |
0.3553 |
||
4 |
15 |
8 |
21.453 |
0.1744 |
0.0064 |
0.1237 |
||
5 |
12 |
5 |
18.593 |
0.1512 |
-0.0063 |
0.0876 |
Tab. 29: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of setts for categories of moss coverage" (0=0%; 1=1-5%; 2=6-25%; 3=26-50%; 4=51-75%; 5>75%; Braun Blanquet, 1964) and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
|
0 |
51 |
100 |
72.942 |
0.5930 |
0.7252 |
0.9008 |
n=4 |
c 2=27.01 |
1 |
21 |
19 |
30.035 |
0.2442 |
0.0731 |
0.2359 |
p=0.05 |
p< 0.001 |
2 |
10 |
3 |
14.302 |
0.1163 |
-0.0103 |
0.0591 |
z=2.4977 |
|
„ 3 |
4 |
1 |
5.721 |
0.0465 |
-0.0121 |
0.0284 |
Tab. 30: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of latrines for altitude categories" and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 600 m |
26.98 |
11 |
28.033 |
0.7008 |
0.0987 |
0.4513 |
n=4 |
c 2=5902.2 |
£ 700 m |
7.61 |
12 |
7.907 |
0.1977 |
0.1190 |
0.4810 |
p=0.05 |
p<0.001 |
£ 800 m |
3.9 |
10 |
4.052 |
0.1013 |
0.0790 |
0.4210 |
z=2.4977 |
|
> 800 m |
0.008 |
7 |
0.008 |
0.0002 |
0.0249 |
0.3251 |
Tab. 31: Bonferroni Confidence Intervall (Neu et al., 1974) for "distribution of latrines for distance categories to nearest water " and for p=0.05. C.i. stands for confidence intervall. P-values and categories with a significant difference between estimated and hypothesized occurrence are printed in bold numbers.
Category |
Availability |
Demand |
Estimate |
Estimate in % |
Lower c.i. |
Upper c.i. |
Bonferroni parameters |
Chi-Test |
£ 50 m |
17.72 |
18 |
17.738 |
0.4434 |
0.2474 |
0.6526 |
n=5 |
c 2=10.80 |
£ 100 m |
11.36 |
6 |
11.371 |
0.2843 |
0.0046 |
0.2954 |
p=0.05 |
p<0.05 |
£ 150 m |
5.56 |
6 |
5.566 |
0.1391 |
0.0046 |
0.2954 |
z=2.5758 |
|
£ 200 m |
2.84 |
3 |
2.843 |
0.0711 |
-0.0323 |
0.1823 |
||
> 200 m |
2.48 |
7 |
2.482 |
0.0621 |
0.0202 |
0.3298 |