| Literature DB >> 31015958 |
Jianguo Gao1, Changming Fang1, Bin Zhao1.
Abstract
As the big data accumulation in ecology picks up pace, we now have the opportunity to test several macroecological hypotheses, such as the latitudinal herbivory hypothesis (LHH) dated from the 1990s. The LHH proposes that plant-herbivore interactions decrease as latitude increases, that is, from lower latitudinal areas (i.e., the equator) to higher latitudinal areas (i.e., the poles). This hypothesis has been challenged in recent years. In this study, we used the greatest volume dataset of leaf herbivory from the study of Zhang et al. (Journal of Ecology, 104, 2016, 1089) to test the LHH at a global scale, based on a quantile regression model. We found that the mean annual temperature, mean annual precipitation, and potential net primary production were heterogeneously correlated with herbivory at different quantiles or variable intervals. Although the Northern Hemisphere (NH) and the global-scale trends are in accordance with the expected latitudinal variation, the Southern Hemisphere (SH) was found to exhibit inverse trends. The latitude has a negative effect on plant-herbivore interactions in the NH and on a global scale; leaf herbivory decreased more at a given latitude in higher latitudinal areas, which is attributed to harsher survival conditions in these areas. The uniformity of leaf herbivory variability along the climate and latitude gradient in the NH and on a global scale motivates that the loosening of this herbivory variability in the SH is not significant enough to dismiss the prevalence of the LHH, a testable macroecology hypothesis.Entities:
Keywords: biotic interactions; climate; latitude; latitudinal herbivory hypothesis; macroecology; precipitation; quantile regression; temperature
Year: 2019 PMID: 31015958 PMCID: PMC6467846 DOI: 10.1002/ece3.2759
Source DB: PubMed Journal: Ecol Evol ISSN: 2045-7758 Impact factor: 2.912
Figure 1The regressed relationships between the .05, .1, .2, .3, .4, .5, .6 .7, .8, .9, and .95 quantiles of mean annual temperature, precipitation, net primary production (NPP), latitude, and leaf herbivory. The horizontal axis denotes the quantiles, and the vertical axis denotes the slopes (the strength of plant–herbivore interactions) of leaf herbivory. The green lines and circles denote the relationship in the Northern Hemisphere (NH), the blue lines and circles denote the relationship in the Southern Hemisphere (SH), the black lines and circles denote the global relationship, and the red dots denote nonsignificant relationships. This figure clearly depicts the uniformity of the latitudinal herbivory hypothesis in the NH and globally, and the limited loosening of the SH
The slopes (the strength of plant–herbivore interactions) and significance of the regressed relationships between leaf herbivory (H) and mean annual temperature (MAT), mean annual precipitation (MAP), net primary production (NPP), and latitude at the .05 quantile to the .95 quantile
| Northern | Southern | Global | |||||
|---|---|---|---|---|---|---|---|
| Slope |
| Slope |
| Slope |
| ||
| MAT~H | |||||||
| τ | .05 | 0.06935 | .21244 | −0.17621 | .02127 | 0.07846 | .00403 |
| .1 | 0.09443 | .00003 | −0.09733 | .01152 | 0.11977 | .0000 | |
| .2 | 0.09189 | .00007 | 0.0000 | 1 | 0.1425 | .0000 | |
| .3 | 0.15152 | .0000 | 0.0000 | 1 | 0.2027 | .0000 | |
| .4 | 0.22831 | .0000 | −0.04198 | .00005 | 0.20623 | .0000 | |
| .5 | 0.24717 | .0000 | −0.04744 | .00432 | 0.16307 | .0000 | |
| .6 | 0.28182 | .0000 | −0.09416 | .0000 | 0.1 | .00001 | |
| .7 | 0.17394 | .0000 | −0.06299 | .01872 | 0.08942 | .0000 | |
| .8 | 0.07097 | .00249 | −0.02731 | .1382 | 0.02595 | .00167 | |
| .9 | 0.01703 | .06402 | 0.0000 | 1 | 0.00819 | .19255 | |
| .95 | 0.00554 | .1476 | 0.0000 | 1 | 0.0000 | .159 | |
| MAP~H | |||||||
| τ | .05 | 1.88375 | .01773 | −7.67606 | .0478 | 2.8553 | .03782 |
| 0.1 | 2.31021 | .26114 | −7.16981 | .00379 | 8.62919 | .00376 | |
| 0.2 | 9.12644 | .00312 | 0.0000 | 1 | 10.8237 | .0000 | |
| 0.3 | 9.40147 | 0 | 0.17637 | .54365 | 11.21718 | .0000 | |
| 0.4 | 12.63909 | 0 | −0.67876 | .53003 | 8.07863 | .0000 | |
| 0.5 | 11.69191 | .00059 | −5.03451 | .00017 | 8.20046 | .0021 | |
| 0.6 | 24.00261 | 0 | −7.29976 | .00097 | 11.18329 | .02754 | |
| 0.7 | 27.31707 | .00007 | −7.7162 | .04934 | 15.97444 | .00791 | |
| 0.8 | 30.15754 | 0 | −10.29751 | .0529 | 18.93322 | .00039 | |
| 0.9 | 20.1005 | .04862 | 0.0000 | 1 | 10.46449 | .10657 | |
| 0.95 | −5.38793 | .78732 | −7.0303 | .41128 | −5.18336 | .58058 | |
| NPP~H | |||||||
| τ | .05 | 1.88375 | .01733 | −8.9052 | .03943 | 5.28467 | .01011 |
| .1 | 2.31021 | .26114 | −7.73617 | .00368 | 12.9402 | .00129 | |
| .2 | 9.12644 | .00312 | 0.0000 | 1 | 13.07083 | .0000 | |
| .3 | 9.40147 | 0 | 0.18688 | .78464 | 12.29887 | .0000 | |
| .4 | 12.63909 | 0 | −0.56368 | .26621 | 11.17634 | .0000 | |
| .5 | 11.69191 | .00059 | −4.334 | .00007 | 12.30503 | .0000 | |
| .6 | 24.00261 | 0 | −5.91858 | .00019 | 12.17775 | .00116 | |
| .7 | 27.31707 | .00007 | −5.88549 | .03429 | 11.82739 | .004 | |
| .8 | 30.15754 | 0 | −3.84758 | .17298 | 14.13215 | .00002 | |
| 0.9 | 20.1005 | .04862 | 2.09854 | .61955 | 9.3185 | .0000 | |
| 0.95 | −5.38793 | .78723 | 0.0000 | 1 | 3.05031 | .14518 | |
| Latitude~H | |||||||
| τ | .05 | 0.07343 | .0008 | 0.0000 | 1 | −0.04125 | .27585 |
| .1 | −0.00062 | .93432 | 0.0000 | 1 | 0.03629 | .62005 | |
| .2 | −0.24466 | .00011 | 0.0000 | 1 | −0.20074 | .00154 | |
| .3 | −0.51604 | .0001 | 0.30017 | .00295 | −0.10659 | .07706 | |
| .4 | −0.32602 | 0 | 0.24193 | .00846 | −0.25701 | .00346 | |
| .5 | −0.1774 | .00605 | 0.27997 | .0000 | −0.17431 | .00084 | |
| .6 | −0.19735 | .00121 | 0.29666 | .0000 | −0.11863 | .00006 | |
| .7 | −0.17818 | .00021 | 0.33842 | .0000 | −0.20713 | .0000 | |
| .8 | −0.2674 | 0 | 0.10391 | .25337 | −0.23435 | .0000 | |
| .9 | −0.45229 | 0 | 0.0000 | 1 | −0.23334 | .0000 | |
| .95 | −0.4119 | 0 | −0.00391 | .79404 | −0.39401 | .0000 | |
p < .05 denotes significance at .05 level.
Figure 2A conceptual model illustrating plant–herbivore–predator trophic relationships in the Northern Hemisphere (NH) and Southern Hemisphere (SH). The symbols “+,” “−,” and “?” denote positive, negative, and unknown effects of climatic factors, net primary production (NPP), and biodiversity on herbivory. The plants’ defenses included physical, chemical, physiological, and phonological adaptations (Coley & Barone, 1996). The red, blue, green, and orange arrows and symbols denote the variations in mean annual temperature, precipitation, NPP, and biodiversity; the darkening of the color from the poles to the equator indicates the variables are increasing (Gillman et al., 2015); and that the plant–herbivore interactions are higher in the equatorial regions than in nonequatorial areas (Becerra, 2015; Schemske et al., 2009). The contrasting leaf herbivory between the NH and the SH is probably attributed to (1) the direct effects of biodiversity on plant–herbivore interactions; (2) the differences in the sensitivity of herbivores and predators to temperature, precipitation, and NPP, which is the indirect effects on leaf herbivory. For example, even plants, herbivores, and predators have theoretically positive responses to elevated temperature, precipitation, and NPP. If the predators in the SH have an increased positive response, which would lead to higher predation pressure, the plant–herbivore interactions or the herbivory would decrease