Ecological Archives E090-060-D1

Bradley J. Cardinale, Diane S. Srivastava, J. Emmett Duffy, Justin P. Wright, Amy L. Downing, Mahesh Sankaran, Claire Jouseau, Marc W. Cadotte, Ian T. Carroll, Jerome J. Weis, Andy Hector, and Michel Loreau. 2009. Effects of biodiversity on the functioning of ecosystems: A summary of 164 experimental manipulations of species richness. Ecology 90:854.


A. Data set identity:

Title: Effects of biodiversity on the functioning of ecosystems: A summary of 164 experimental manipulations of species richness.

B. Data set identification code

Suggested Data Set Identity Code:

BEF_summary_v2_Aug2008.csv

C. Data set description

Abstract:

Over the past decade, accelerating rates of species extinction have prompted an increasing number of studies to reduce the number of species experimentally in a variety of ecosystems and examine how this aspect of diversity alters the efficiency by which communities capture biologically essential resources and convert them into new tissue. Here we summarize the results of 164 experiments (reported in 84 publications) that have manipulated the richness of primary producers, herbivores, detritivores, or predators in a variety of terrestrial and aquatic ecosystems and examined how this impacts (1) the standing stock abundance or biomass of the focal trophic group, (2) the abundance or biomass of that trophic group's primary resource(s), and/or (3) the extent to which that trophic group depletes its resource(s). Our summary includes studies that have focused on the top-down effects of diversity; whereby researchers have examined how the richness of trophic group t impacts the consumption of a shared resource, and also studies that have focused on the bottom-up effects of diversity, whereby researchers have examined how the richness of trophic group t impacts the consumption of t by the next highest trophic level. The first portion of the data set provides information about the source of data and relevant aspects of the experimental design, including the spatial and temporal scales at which the work was performed. The second portion gives the magnitude of each response variable, the standard deviation, and the level of replication at each level of species richness manipulated. The third portion of the data set summarizes the magnitude of diversity effects in two ways. First, log ratios are used to compare the response variable in the most diverse polyculture to either the mean of all monocultures or the species having the highest/lowest value in monoculture. Second, data from each level of species richness are fit to three nonlinear functions (log, power, and hyperbolic) to assess which best characterizes the shape of diversity effects. The final portion of the data set summarizes any information that helps parse diversity effects into that attributable to species richness vs. that attributable to changes in species composition across levels of richness.

D. Key words: biodiversity; ecosystem efficiency; ecosystem functioning; ecosystem services; productivity; species richness; trophic efficiency.

Authors:

Bradley J. Cardinale1,12, Diane S. Srivastava2, J. Emmett Duffy3, Justin P. Wright4, Amy L. Downing5, Mahesh Sankaran6, Claire Jouseau7, Marc W. Caddotte8, Ian T. Carroll1, Jerome J. Weis9, Andy Hector10, Michel Loreau11

1Department of Ecology, Evolution and Marine Biology, University of California at Santa Barbara, Santa Barbara, California 93106, USA

2Department of Zoology, University of British Columbia, Vancouver, British Columbia V6T 1Z4, Canada

3Virginia Institute of Marine Science, The College of William and Mary, Gloucester Point, Virginia 23062, USA

4Department of Biology, Duke University, Durham, North Carolina 27708, USA

5Department of Zoology, Ohio Wesleyan University, Delaware, Ohio 43015, USA

6Institute of Integrative & Comparative Biology, Faculty of Biological Sciences, University of Leeds, Leeds LS2 9JT, UK

7Department of Ecology, Evolution and Environmental Biology, Columbia University, New York, New York 10027, USA

8National Center for Ecological Analysis and Synthesis, University of California at Santa Barbara, Santa Barbara, California 93106, USA

9Department of Ecology and Evolutionary Biology, Yale University, New Haven, Connecticut 06511, USA

10Institute of Environmental Sciences, Universit�t Z�rich, Z�rich, Switzerland

11Department of Biology, McGill University, Montreal, QC, Canada

12Corresponding author: Bradley J. Cardinale ([email protected])

Research Origin Descriptors

The first version of this data set was compiled as part of the BioMERGE (Biotic Mechanisms of Ecosystem Regulation in the Global Environment) Adaptive Synthesis Workshop III funded by a grant from the U.S. National Science Foundation to Shahid Naeem (DEB 0435178).� After publication of a meta-analysis of version 1 (Cardinale et al. 2006), the data set was updated and extended as part of a grant from the U.S. National Science Foundation to Bradley Cardinale (DEB 0614428).� Two meta-analyses of the extended data set followed, with each focusing on different subsets of the data (Cardinale et al. 2007, Srivastava et al. 2008).� The present version of the data set (version 2) includes 545 measures of how species richness of producers, herbivores, consumers, or detritivores influences the standing stock abundance or biomass of the trophic group, the standing stock abundance or biomass of their primary resource(s), and the extent to which a trophic group depleted its primary resource(s).� Those who have taken lead on data summaries and analyses, and who are in the best position to answer questions pertaining to the data, are Bradley Cardinale ([email protected]) and Diane Srivastava ([email protected]).

Data set description

The metadata presented here correspond to the comma separated value data file named: BEF_summary_v2_Aug2008.csv.�Cells noted with "." indicate that the information is not relevant, not reported, or not available from the study.�Cells that are blank indicate that the information has yet to be collected (i.e., the data may or may not exist).

Column numbers, headings, descriptions, and column sums of numerical data for checking file upload:

Column no.

Header

Description

Column sum

1

Entry

Unique identifier for each observation (row) in the data set.

148785.00

2

Study

Unique identifier for each study (publication) summarized in the data set.

25575.00

3

Expt

Unique identifier for each experiment included in the dataset. Note that Expt is different than Study because authors often report the results of several experiments in the same study. For example, if the same manipulation of species richness was performed at two different nutrient levels, these are entered as different experiments.

49211.00

4

Ref

Reference for the study.

NA

5

Source

Source(s) of the summarized data. If data was extracted from a figure (F) or table (T) in the original publication, the figure or table number is noted. If data were collected from the original dataset or online supplement, this is also noted.

NA

6

TDBU

Does the entry summarize a 'top-down' (TD) or 'bottom-up' (BU) effect of diversity? By top-down effect, we refer to the effect of a manipulation of species richness at trophic level t on the consumption of resources used by t, or on the standing stock abundance or biomass of t. By bottom-up effect, we refer to the effect of a manipulation of the richness of resources on the consumption of the collective resource pool used by t, or on the standing stock abundance or biomass of t.

NA

7

FTG

Focal trophic group t: P = Primary producers assimilating nutrients or water, H = Herbivores consuming live plant tissue, C = Predators consuming live prey, or D = Detritivores “consuming” dead organic matter

NA

8

Ygen

General descriptor of the response variable: SST = Standing stock abundance or biomass of trophic group t, SSR = Standing stock of resource consumed or assimilated by t, RD = Resource depletion by trophic group t.

NA

9

Yspec

The specific response variable measured with units.

NA

10

RDqual

If Ygen = RD, then this column gives a descriptor of how resource depletion was measured: C = the difference between the standing stock of a resource in richness treatment S and that in 0-spp controls, T = the difference in the standing stock of a resource between a known initial value and a measured value at time t (usually end of experiment), or I = a proxy for an instantaneous rate of consumption (e.g., respiration or similar measure of community metabolism).

NA

11

Consumer

Type of "consumer." Note here that the term consumer is used loosely to refer to any group of organisms that assimilate, directly ingest, or otherwise digest and acquire energy from a resource. This includes, for example, plants that assimilate inorganic resources like nutrients, herbivores that ingest plant material, or fungi that use extracellular enzymes to “consume” dead leaf litter.

NA

12

Resource

The resource(s) being consumed by Consumer.

NA

13

Sys1

First descriptor of the study system: A = Aquatic, T = Terrestrial

NA

14

Sys2

Second descriptor of the study system: 1 = Lake, 2 = Stream, 3 = Wetland, 4 = Marine coastal, 5 = Estuarine, 6 = Marine pelagic, 7 = Temperate grassland, 8 = Temperate forest, 9 = Tropical forest, 10 = Bryophyte, 11 = Agricultural, 12 = Tundra, 13 = Sand dune, 14 = Tree rainpool.

3099.00

15

Des1

First descriptor of the experimental design: 1 = Direct manipulation of diversity in laboratory or greenhouse, 2 = Direct manipulation of diversity in field enclosures, exclosures, or plots, 3 = Outdoor replication of system in mesocosms.

896.00

16

Des2

Second descriptor of the experimental design: 1 = Full species assembly (all species combinations run for all possible levels of species richness), 2 = Random assembly (randomly chosen species combinations are run for all or just partial levels of richness. for example, monocultures vs. full species polycultures), 3 = Non-random extinction (species extinction is assumed to follow a particular sequence such that richness and species composition are confounded), 4 = Species deletion (one or more species are removed from a full community).

1017.00

17

Des3

Third descriptor of the experimental design: A = Initial manipulation of diversity conforms to additive design, S = Initial manipulation of diversity conforms to a substitutive design (also called the 'replacement-series'), R = Removal of species from a natural community.

NA

18

Slevels

Number of levels of richness included in the study ... i.e., the number of points along the x-axis.

1962.00

19

Spool

The total number of species used in the experimental species pool. Note that this can be greater than Smax when the most species rich polyculture consists of random draws from a larger species pool.

5322.00

20

Smax

Maximum level of richness included in the study.

5394.00

21

Area

Area of experimental units in sq. meters.

2434.83

22

Vol

Volume of experimental unit in Liters.

6291.69

23

Bsize

The mean body mass of all species used in the study in grams.

2671.94

24

SPscale

An index of the spatial scale of the experiment, calculated as Area/Bsize or Vol/Bsize.

852900701956.98

25

LnSPscale

Natural log of SPscale.

2141.74

26

Dur

Duration of study: Number of days from start of experiment to measurement of Ygen.

231772.76

27

Gtime

The mean generation time of all species used in the study in days.

201024.24

28

Tscale

Time scale of the experiment in generations, calculated as Dur/Gtime.

4575.15

29

LnTscale

Natural log of Tscale.

147.90

30

Tser

Does the study have time series data on Ygen ... Y or N?

NA

31

FinalT

If study does have time series data, is this entry the final time point ... Y or N?

NA

32

Popdyn

Does the experiment allow population dynamics of the FTG ... Y or N?

NA

33

SnonF

Richness of the resource: For primary producers assimilating nutrients or water, value is arbitrarily set to 0. For herbivores consuming primary producers, this is the richness of primary producers. For predators consuming live prey, this is the richness of prey. For detritivores consuming an inorganic resource, this is the 'richness' of the detritus (e.g., number of species represented in the leaf litter).

424.00

34

HigherT

Was a higher trophic level present in the experimental units, or at least have access to experimental units ... Y or N?

NA

35

AddTrt1

First additional treatment imposed by researchers.

NA

36

AddTrt2

Second additional treatment imposed by researchers.

NA

37

AddTrt3

Third additional treatment imposed by researchers.

NA

38

Coll

Collector of the original data: AD = Amy Downing, BC = Bradley Cardinale, CJ = Claire Jousseau, DS = Diane Srivastava, ED = Emmett Duffy (with assistance from lab tech Paul Richardson), MS = Mahesh Sankaran, JW = Justin Wright.

NA

39

Comment1

Any comments by Coll that were deemed important for interpreting results of the study.

NA

40

YEmono

Value of Yspec for the most extreme monoculture. If ([Yspec in Smax] - [Yspec at S = 1]) > 0, then this is the monoculture having the most positive value of Yspec. If ([Yspec in Smax] - [Yspec at S = 1]) < 0, then this is the monoculture having the most negative value of Yspec.

2625379238.63

41

Y1

Value of Yspec at richness S = 1

2367760168.90

42

Y2

Value of Yspec at richness S = 2

44505332.87

43

Y3

Value of Yspec at richness S = 3

57585.44

44

Y4

Value of Yspec at richness S = 4

2944544946.36

45

Y5

Value of Yspec at richness S = 5

19987.17

46

Y6

Value of Yspec at richness S = 6

25590.69

47

Y7

Value of Yspec at richness S = 7

13743.31

48

Y8

Value of Yspec at richness S = 8

1826869353.80

49

Y9

Value of Yspec at richness S = 9

26921.67

50

Y10

Value of Yspec at richness S = 10

13388.06

51

Y11

Value of Yspec at richness S = 11

1637.03

52

Y12

Value of Yspec at richness S = 12

7163.77

53

Y13

Value of Yspec at richness S = 13

708.42

54

Y14

Value of Yspec at richness S = 14

1039.21

55

Y15

Value of Yspec at richness S = 15

21.93

56

Y16

Value of Yspec at richness S = 16

20531.03

57

Y18

Value of Yspec at richness S = 18

512.33

58

Y19

Value of Yspec at richness S = 19

2466.63

59

Y20

Value of Yspec at richness S = 20

1890.26

60

Y22

Value of Yspec at richness S = 22

1256.29

61

Y23

Value of Yspec at richness S = 23

1719.00

62

Y24

Value of Yspec at richness S = 24

5516.39

63

Y31

Value of Yspec at richness S = 31

0.62

64

Y32

Value of Yspec at richness S = 32

2465.42

65

Y36

Value of Yspec at richness S = 36

33.40

66

Y43

Value of Yspec at richness S = 43

2214.24

67

Y60

Value of Yspec at richness S = 60

4.65

68

Y72

Value of Yspec at richness S = 72

39.28

69

SDEmono

Standard deviation of Yspec for most extreme monoculture

2005133925.87

70

SD1

Standard deviation of Yspec at richness S = 1

2699547900.93

71

SD2

Standard deviation of Yspec at richness S = 2

25559683.79

72

SD3

Standard deviation of Yspec at richness S = 3

259403.56

73

SD4

Standard deviation of Yspec at richness S = 4

2371864241.53

74

SD5

Standard deviation of Yspec at richness S = 5

10162.88

75

SD6

Standard deviation of Yspec at richness S = 6

14402.89

76

SD7

Standard deviation of Yspec at richness S = 7

12666.02

77

SD8

Standard deviation of Yspec at richness S = 8

924596333.50

78

SD9

Standard deviation of Yspec at richness S = 9

11297.85

79

SD10

Standard deviation of Yspec at richness S = 10

9336.31

80

SD11

Standard deviation of Yspec at richness S = 11

540.16

81

SD12

Standard deviation of Yspec at richness S = 12

1676.68

82

SD13

Standard deviation of Yspec at richness S = 13

107.89

83

SD14

Standard deviation of Yspec at richness S = 14

337.72

84

SD15

Standard deviation of Yspec at richness S = 15

8.43

85

SD16

Standard deviation of Yspec at richness S = 16

6993.88

86

SD18

Standard deviation of Yspec at richness S = 18

271.35

87

SD19

Standard deviation of Yspec at richness S = 19

1104.72

88

SD20

Standard deviation of Yspec at richness S = 20

1058.41

89

SD22

Standard deviation of Yspec at richness S = 22

869.57

90

SD23

Standard deviation of Yspec at richness S = 23

826.71

91

SD24

Standard deviation of Yspec at richness S = 24

2146.87

92

SD31

Standard deviation of Yspec at richness S = 31

1.92

93

SD32

Standard deviation of Yspec at richness S = 32

585.25

94

SD36

Standard deviation of Yspec at richness S = 36

9.99

95

SD43

Standard deviation of Yspec at richness S = 43

243.39

96

SD60

Standard deviation of Yspec at richness S = 60

2.94

97

SD72

Standard deviation of Yspec at richness S = 72

8.79

98

NEmono

Number of observations N for the most extreme monoculture

1884.00

99

N1

Number of observations N at richness S = 1

13472.00

100

N2

Number of observations N at richness S = 2

5444.00

101

N3

Number of observations N at richness S = 3

2624.00

102

N4

Number of observations N at richness S = 4

4875.00

103

N5

Number of observations N at richness S = 5

412.00

104

N6

Number of observations N at richness S = 6

1270.00

105

N7

Number of observations N at richness S = 7

149.00

106

N8

Number of observations N at richness S = 8

1805.00

107

N9

Number of observations N at richness S = 9

1693.00

108

N10

Number of observations N at richness S = 10

75.00

109

N11

Number of observations N at richness S = 11

94.00

110

N12

Number of observations N at richness S = 12

710.00

111

N13

Number of observations N at richness S = 13

27.00

112

N14

Number of observations N at richness S = 14

20.00

113

N15

Number of observations N at richness S = 15

15.00

114

N16

Number of observations N at richness S = 16

1781.00

115

N18

Number of observations N at richness S = 18

92.00

116

N19

Number of observations N at richness S = 19

36.00

117

N20

Number of observations N at richness S = 20

51.00

118

N22

Number of observations N at richness S = 22

36.00

119

N23

Number of observations N at richness S = 23

72.00

120

N24

Number of observations N at richness S = 24

687.00

121

N31

Number of observations N at richness S = 31

8.00

122

N32

Number of observations N at richness S = 32

51.00

123

N36

Number of observations N at richness S = 36

30.00

124

N43

Number of observations N at richness S = 43

144.00

125

N60

Number of observations N at richness S = 60

4.00

126

N72

Number of observations N at richness S = 72

15.00

127

NSmax

Number of observations N for Smax.

5537.00

128

YSmax

Yspec at Smax.

4113988692.12

129

SDSmax

Standard deviation of Yspec at Smax.

3038518037.97

130

LRR1

Log response ratio 1: The proportional difference in Yspec between the most species rich polyculture and the average species monoculture, calculated as ln(YSmax) - ln(Y1).

96.77

131

VLRR1

The variance of LRR1.

3563029.91

132

CILRR1

The 95% confidence interval for LRR1.

4766.50

133

LRR2

Log response ratio 2: The proportional difference in Yspec between the most species rich polyculture and the species with the most extreme value in monoculture (YEmono), calculated as ln(YSmax) - ln(YEmono).

77.19

134

VLRR2

The variance of LRR2.

73792.96

135

CILRR2

The 95% Confidence interval for LRR2.

941.12

136

MMYmax

Maximum likelihood estimates of Ymax from the Michaelis-Menten function Y = Ymax*S/(K + S) where Y is the proportional change in each dependent variable with increasing richness S (standardized relative to the mean monoculture for experiment i, Yi = Y at S / Y1), Ymax is the asymptotic estimate of Y, and K is the value of S at which Y = 0.5*Ymax.

716.91

137

MMK

Maximum likelihood estimates of K from the Michaelis-Menten hyperbolic function Y = Ymax*S/(K + S).

375.09

138

MMR2

R-squared values representing data fit to the Michaelis-Menten hyperbolic function Y = Ymax*S/(K + S).

24103.35

139

Powerb

Maximum likelihood estimates of b from the power function Y = m*S^b where Y is the proportional change in each dependent variable with increasing richness S (standardized relative to the mean monoculture for experiment i, Yi = Y at S / Y1).

-0.92

140

Powerm

Maximum likelihood estimates of m from the power function Y = m*S^b.

42.08

141

PowerR2

R-squared values representing data fit to the power function Y = m*S^b.

24595.63

142

Logb

Maximum likelihood estimates of m from the log function Y = b + m*log(S) where Y is the proportional change in each dependent variable with increasing richness S (standardized relative to the mean monoculture for experiment i, Yi = Y at S / Y1).

342.39

143

Logm

Maximum likelihood estimates of b from the log function Y = b + m*log(S).

195.25

144

LogR2

R-squared values representing data fit to the log function Y = b + m*log(S).

24427.65

145

BestFunc

Best fitting function (Michaelis-Menton, Power, or Log) judged by the highest R^2.

NA

146

Prich

P-value for the significance of an effect of species richness on Yspec from an ANOVA where species ID/Composition has been nested within levels of richness.

9.98

147

Pcomp

P-value for the significance of an effect of species ID or Composition on Yspec from an ANOVA where species ID/Composition has been nested within levels of richness.

1.54

148

SStot

The total sums-of-squares from an ANOVA where species ID/Composition has been nested within levels of richness.

47637.10

149

SSrich

The sums-of-squares explained by species richness in an ANOVA where species ID/Composition has been nested within levels of richness.

20999.55

150

SScomp

The sums-of-squares explained by species ID/Composition in an ANOVA where species ID/Composition has been nested within levels of richness.

580698.43

151

PerSSrich

The percent sums-of-squares explained by species richness in an ANOVA where species ID/Composition has been nested within levels of richness.

394.31

152

PerSScomp

The percent sums-of-squares explained by species ID/Composition in an ANOVA where species ID/Composition has been nested within levels of richness.

934.56

153

SScomp2rich

Ratio of the sums-of-squares explained by species ID/Composition vs. species richness in an ANOVA where species ID/Composition has been nested within levels of richness.

1429.97

154

RYT

The Relative Yield Total of Smax. Calculation is detailed in Loreau, Oikos 82:3 (1998)

351.59

155

SDRYT

Standard deviation of RYT.

230.67

156

DT

The proportional deviation of Yspec in Smax from its expected value. Calculation is detailed in Loreau, Oikos 82:3 (1998)

95.83

157

SDDT

Standard deviation of DT.

64.61

158

Dmax

The proportional deviation of Yspec in Smax from the highest monoculture value. Calculation is detailed in Loreau, Oikos 82:3 (1998).

-12.36

159

SDDmax

Standard deviation of Dmax.

25.98

160

Dmean

The (weighted) average proportional deviation of Yspec in Smax from the expected value. Calculation is detailed in Loreau, Oikos 82:3 (1998).

249.15

161

SDDmean

Standard deviation of Dmean.

230.71

162

CE

The portion of the net diversity effect attributable to 'complementarity effects'. The calculation for this metric is detailed in Loreau & Hector, Nature 412:72 (2001). The units are the same as in Yspec unless specifically noted in Comment 2.

4818506.72

163

SDCE

Standard deviation of Complim.

3968.91

164

SE

The portion of the net diversity effect attributable to 'selection effects'. The calculation for this metric is detailed in Loreau & Hector, Nature 412:72 (2001). The units are the same as in Yspec unless specifically noted in Comment 2.

-1001806.91

165

SDSE

Standard deviation of Selec.

3079.90

166

rMiYoi

Pearson coefficient of correlation relating the Yspec of species i in monoculture to the Yspec of species i in Smax.

62.80

167

rMiRYi

Pearson coefficient of correlation relating the Yspec of species i in monoculture to the relative Yspec of species i in Smax (i.e., relative to that species in monoculture).

6.12

168

Flag1

Entry = 0 if metrics of Additive Partitioning were taken from original graphs or tables of published papers. Entry = 1 if we calculated the metrics of Additive Partitioning ourselves from the original datasets.

115.00

169

Flag2

Entry = 1 if there is any reason we might want to eliminate the estimates of Additive Partitioning from the data analyses. This was used in primarily 3 instances: (i) when metrics were calculated using % cover rather than biomass, (ii) when metrics were not calculated on full polycultures so that results are related to LRR1 and LRR2, and (iii) when there was some clear reason why the metrics cannot be trusted (any reason will be noted in Comment 2).

42.00

170

Comment2

Any comments deemed important for interpreting mechanisms reported in the study.

NA

 

Methods

Version 2 of this data set, available as BEF_summary_v2_Aug2008.csv, represents the sum of all data used in the meta-analyses of Cardinale et al. (2006, 2007) and Srivastava et al. (2008).� We encourage users of this data set to read the detailed methods that have also appeared in these other papers, in addition to the combined summary of methods that follows here.

Selection of studies: We collated reference lists from several recent summaries of biodiversity-ecosystem functioning research (Schwartz et al. 2000, Schmid et al. 2001, Covich et al. 2004, Hooper et al. 2005, Srivastava and Vellend 2006), and supplemented these with our own search of the ISI Web of Knowledge database using the keyword sequence species AND (diversity OR richness) AND (community OR ecosystem) AND (function OR functioning OR production OR productivity OR biomass OR predation OR decomposition OR herbivory).� To be included in our analysis, a study had to meet the following criteria:

1.  Study must focus on species richness rather than any other form of biological diversity (genetic, functional group, etc.).

2.  Study must be empirical, and directly manipulate richness as an independent variable.� Observational studies or experiments that indirectly manipulate richness via some additional treatment (e.g., nutrient addition) were not included.

3.  Study must manipulate at least three species within a focal trophic group.� This helped distinguish our summary from those of competition or predator-prey interactions.� If richness was manipulated simultaneously for multiple trophic groups, these manipulations must have been independent so that separate effect sizes could be calculated for each trophic group.

4.  Study must measure a direct effect of species richness in a given trophic group t on (i) the aggregate abundance or biomass (per area or volume) of all species in t, (ii) the aggregate abundance or biomass (per area of volume) of the resource(s) assimilated or consumed by trophic group t, or (iii) the depletion of the resource(s) assimilated or consumed by t.� Resource depletion was estimated as a near instantaneous rate of consumption (e.g., mg O2 consumed or CO2 produced per unit area or volume per unit time over short time intervals), through temporal changes by subtracting the amount of a resource available at the end of the experiment from that available at the beginning, or by subtracting resource loss measured in experimental units that have none of the focal species added.

5.  The study must focus on how species richness impacts the magnitude or rate of the response variables.� Other aspects of ecosystem functioning such as temporal stability or invasibility were not considered.

6.  Study must not duplicate data presented in another paper.� When studies overlapped, we chose the paper reporting the most complete information.

7.  If a study used an additive experimental design (i.e., abundance and/or biomass is intentionally confounded with richness so that one can assess non-additive species interactions), authors must specifically account for abundance or biomass as a covariate, or report the observed and expected values so that the difference can be taken as the effect attributable to diversity.

In total, we reviewed more than 200 papers that were published, or known to be accepted and in press, as of February 2006.� Of these, 85 papers reporting results from 164 independent experiments met the criteria above.� The full reference for each paper reviewed is given in the literature cited below.� The author and year of publication is cross-referenced in column four (Ref), and the source of extracted data shown in column 5 (Source) of BEF_summary_v2_Aug2008.csv.� The remaining columns of the dataset can be broadly divided into four general categories that we describe next.

Descriptors of the experiment: Columns 6 through 37 of the dataset provide descriptive information about each experiment.� We first report whether the study measured a top-down or bottom-up effect of diversity.� By top-down effect of diversity, we refer to the effect of a manipulation of species richness at trophic level t on the consumption of resources used by t, or on the standing stock abundance or biomass of t.� By bottom-up effects of diversity, we instead refer to the effect of a manipulation of the richness of resources on the consumption of the collective resource pool by t, or on the standing stock abundance or biomass of t.� We then outline whether the manipulated trophic level was producers, herbivores, higher consumers or detritivores, and detail whether the response variable was a standing stock of the focal trophic level, standing stock of the focal resource, or depletion of the focal resource.� Specific taxonomic information about the focal group of consumers and resource pool are provided.� Studies are then characterized according to the type of ecosystem they were performed in � first by aquatic verses terrestrial, and then more finely divided into 14 types of ecosystems � and then according to the experimental setting (e.g., lab/greenhouse, field, etc.).� We distinguish between several types of experimental designs, including how species pools were chosen and assembled, how many species and levels of richness were included in the experiment, and whether the initial biomass or densities of species were standardized according to a substitutive or additive experimental design.� For each study, we also recorded the size of the experimental units (area or volume) and duration of the experiment (in days), and standardized these relative to the average body mass and generation time of the species used in the study to obtain comparative estimates of the spatial and temporal scales at which each experiment performed (i.e., size of experimental unit per mean body mass � or � number of generations of the focal organisms).� The generation time and body size at age of reproduction for each species used each experiment was obtained using a hierarchy of five sources. First, if generation time or body size were included in the original publication for the experiment, we included those values.� Second, if these values were not present, we searched for publications in the primary literature using the ISI Web of Knowledge database, using each genus and species epithet as the keyword, and extracted values from these publications.� Third, if no primary papers were found, we search through physiological, taxonomic or life-history book treatments of larger taxonomic groups (i.e., phylum) for information on the species of interest.� Fourth, if book information was unavailable we searched governmental or non-governmental natural history websites.� Lastly, if generation time or body size information was not available through these sources, we queried authors of the original experiments for any unpublished data.

Response variables: Columns 40 through 126 of the data set provide information about each response variable at each level of species richness manipulated in the experiment.� This includes

(i)  the average value of the response variable across all replicate experimental units at a given level of species richness S,

(ii)  the standard deviation of the response variable across all replicate experimental units at a given level of species richness S,

(iii)  the number of replicate experimental units run for each level of species richness.� In most instances, replicates represent different species combinations run for a given level of richness.� In some instances, replicates represent identical species combinations run in different experimental units.� The nature of the replicates can only be understood in the context of the experimental design given in Descriptors of the Experiment above.

Diversity effect sizes: Columns 126 through 145 of the dataset summarize the effect of species richness on the response variables in two general ways.� First, we used two log response ratios to characterize the proportional change in the response variable between the highest vs. lowest levels of richness used in a study.� The first response ratio, LRR1, is calculated as the natural logarithm of the ratio of the mean value of the response variable measured in all replicates in the highest level of richness to the mean value of the response variable measured in all the species grown in monoculture.� The second log ratio, LRR2, tests whether the average response of the most species rich treatment was different than the species having the highest (if LRR1 > 0) or lowest (if LRR1 < 0) value in monoculture.� The advantage of log ratios is that they can be computed for most all experiments included in the dataset.� The disadvantage is that they only compare the highest to the lowest levels of richness used in a study, which can be misleading when the highest levels of richness vary widely across studies.� Therefore, for the subset of studies having a sufficient number of levels of species richness, we fit data from each study to three non-linear functions that have previously been used to describe diversity-function relationships in the literature.� These include the log function Y = b + m*log(S), the power function Y = m*S^b, and the Michaelis-Menton version of a hyperbolic function Y = Ymax* S/(K + S).� In each of these functions, Y is the value of the response variable, S is the number of species in the experimental unit, and b, m, Ymax and K are all fitted parameters that were estimated by maximum likelihood, and which describe the form of changes in Y as a function of S in a given experiment.� Goodness of fit, measured by R^2 values, is used to note the function that explains the greatest fraction of variation.� We caution, however, that in many cases the R^2 values are very close for different functions, and that this measure of fit does not discount for the parsimony (no. parameters) of a model.�

Partitioning of diversity effects: Columns 146 through 170 of the data set summarize any attempts in a study to partition the effects of species diversity into that portion attributable to species richness verses that portion attributable to changes in the composition or identity of species that accompany changes in richness.� These attempts to partition diversity effects take three general forms.� First, a number of studies have used nested ANOVAs to test the significance of, and partition the sums-of-squares attributable to, various combinations of species that are nested within levels of species richness.� This type of analysis is commonly used in studies where it is not possible to assess species-specific contributions to the response variable in polycultures (e.g., the contributions of different fungal species to decomposition).� In studies where it is possible to assess species-specific contributions to the response variable, Loreau (1998) summarized a sequence of metrics that help differentiation the contributions of single versus multiple species to an ecological process, with these metrics all based on the relative contributions of species to the response variable in a polyculture versus their contribution in a monoculture.� Loreau and Hector (2001) then devised a statistical method to differentiate two general mechanisms that contribute to the net diversity effect � selection effects (SE) and complementarity effects (CE).� SE represent changes in a response variable in polyculture that can be attributed to an individual species, such as can occur when the most productive species come to dominate the biomass of diverse polycultures.� In contrast, CE represent that portion of a diversity effect that cannot be attributed to by any single species.� Although positive values of CE are often taken as evidence for �niche complementarity� (e.g., resource partitioning or positive species interactions), CE actually represent the balance of all forms of niche partitioning that might influence biomass, as well as all forms of indirect and non-additive species interactions (Petchey 2003).� While this makes it impossible to equate CE to any single biological mechanism, CE and SE do quantify ecologically distinct factors that contribute to diversity effects (single vs. multi-species processes).

The calculations for each metric are given in Loreau (1998) and Loreau and Hector (2001), and are not repeated here.� We only caution that all metrics that attempt to partition diversity effects post-hoc are subject to certain limitations in their interpretation, and should not be falsely equated with any particular biological mechanism.� Users of the data should be aware of these limitations as discussed in Loreau (1998), Loreau and Hector (2001), Petchey (2003), and Cardinale et al. (2007).� We should also point out that since this data set was assembled, Fox (2005, 2006) has improved on several of these metrics, and users may want to be aware of these improvements as they become increasingly used in the literature.

Data-use policy

The data presented here are publicly available. We have spent ca. two years compiling, categorizing, and checking these data for the purpose of meta-analyses and encourage others to utilize the meta-database for further analyses. Those wishing to publish results from such analyses should read this meta-data document and consult the original publications from which they were collated.� The data set should be cited as:

Bradley J. Cardinale, Diane S. Srivastava, J. Emmett Duffy, Justin P. Wright, Amy L. Downing, Mahesh Sankaran, Claire Jouseau, Marc W. Cadotte, Ian T. Carroll, Jerome J. Weis, Andy Hector, and Michel Loreau. 2009. Effects of biodiversity on the functioning of ecosystems: A summary of 164 experimental manipulations of species richness. Ecology 90:854.

LITERATURE CITED

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ACKNOWLEDGMENTS

We wish to thank the numerous researchers who graciously shared their original datasets with us and then reviewed the summaries for accuracy. This work was supported by United States National Science Foundation Grants DEB 0614428 (to B.J.C.) and DEB 0435178 (to S. Naeem�s BioMERGE network).� We also thank Diversitas for financial support of the 2006 joint meeting with BioMERGE.


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