Table 1 Diversity effects were only supported in six forest regions.

From: Climate reverses directionality in the richness–abundance relationship across the World’s main forest biomes

Country

Region

n

BIC_MSH

BIC_MIH

BIC_NULL

∆BIC_MSH-MIH

∆BIC_supp-NULL

Fisher’s C

Russia

Kola

28

38.779

38.65

35.729

0.129

2.921a

2.407

US

Sequoya National Park

132

59.903

62.438

94.089

−2.535

−34.186

6.192*

US

Great Canyon National Park

229

94.24

83.382

161.567

10.858

−78.185

7.31*

Sweeden

Northern Sweeden

101

61.954

51.06

127.12

10.894

−76.06

0.294

Spain

Sierra Nevada National Park

56

46.133

47.261

57.43

−1.128

−11.297

1.854

Switzerland

Alps

234

80.669

77.006

75.72

3.663

1.286a

0.507

Bhutan

Toepisa

160

75.803

76.02

177.499

−0.217

−101.696

4.751

US

Alaska

491

96.893

88.159

248.759

8.734

−160.6

1.409

US

New York

197

75.841

75.445

101.421

0.396

−25.976

1.48

Brazil

Bahia

106

61.503

51.564

66.877

9.939

−15.313

0.266

Ecuador

Western Ecuador

48

44.902

43.462

68.355

1.44

−24.893

0.879

Australia

Victoria

44

46.95

42.955

46.344

3.995

−3.389

1.329

France

Mercantour National Park

61

45.302

51.407

56.684

−6.105

−11.382

0.082

Chile

Northern Patagonia

109

71.179

71.031

118.788

0.148

−47.757

5.352

France

Cévennes National Park

98

51.299

51.419

47.123

−0.12

4.176a

1.273

Spain

Fuentes Carrionas Natural Park

117

55.627

60.421

57.464

−4.794

−1.837

3.243

US

Klamath Forest

74

48.697

47.473

89.029

1.224

−41.556

0.128

Ecuador

Podocarpus National Park

30

37.992

42.404

43.511

−4.412

−5.519

0.579

Peru

Río Abiseo National Park

30

40.796

50.038

49.742

−9.242

−8.946

3.383

Myanmar

Wetphuyay

62

59.836

58.427

103.986

1.409

−45.559

0.647

Uganda

National Park

622

106.037

116.223

663.936

−10.186

−557.899

5.506

Bolivia

Madidi National Park

44

54.454

71.85

76.687

−17.396

−22.233

1.475

Costa Rica

Costa Rica

96

69.109

72.112

120.279

−3.003

−51.17

5.208

  1. Model selection using the Bayesian Information Criterion (BIC). Fisher’s C is the statistic used to test for the existence of independent claims (not accounted paths) in the hypothesized model36.
  2. MSH more species hypothesis, MIH more individuals hypothesis.
  3. *P-values < 0.05.
  4. aIndicates the existence of missing paths that were unaccounted in the initial model.