| Literature DB >> 28018298 |
Elisa T Granato1, Freya Harrison2, Rolf Kümmerli1, Adin Ross-Gillespie3.
Abstract
Bacterial traits that contribute to disease are termed "virulence factors" and there is much interest in therapeutic approaches that disrupt such traits. What remains less clear is whether a virulence factor identified as such in a particular context is also important in infections involving different host and pathogen types. Here, we address this question using a meta-analytic approach. We statistically analyzed the infection outcomes of 81 experiments associated with one well-studied virulence factor-pyoverdine, an iron-scavenging compound secreted by the opportunistic pathogen Pseudomonas aeruginosa. We found that this factor is consistently involved with virulence across different infection contexts. However, the magnitude of the effect of pyoverdine on virulence varied considerably. Moreover, its effect on virulence was relatively minor in many cases, suggesting that pyoverdine is not indispensable in infections. Our works supports theoretical models from ecology predicting that disease severity is multifactorial and context dependent, a fact that might complicate our efforts to identify the most important virulence factors. More generally, our study highlights how comparative approaches can be used to quantify the magnitude and general importance of virulence factors, key knowledge informing future anti-virulence treatment strategies.Entities:
Keywords: meta-analysis; pyoverdine; siderophore; virulence; virulence factor
Year: 2016 PMID: 28018298 PMCID: PMC5149528 DOI: 10.3389/fmicb.2016.01952
Source DB: PubMed Journal: Front Microbiol ISSN: 1664-302X Impact factor: 5.640
Meta-analysis workflow for this study.
| 1. Formulate hypothesis and predictions | HYPOTHESIS: Pyoverdine is an important virulence factor for | |
| PREDICTION: Pyoverdine-defective mutants cause less virulence than wildtype strains. | ||
| 2. Systematically search for relevant studies | We searched (see details in main text) for any reports of experiments featuring monoclonal infections of whole live host organisms with | |
| 3. Extract and standardize effect sizes and their standard errors | For each case reporting host survival, we calculated the (Iog) ratio of mortality odds from pyoverdine-mutant infections vs. wildtype infections—i.e., the (log) odds-ratio. | |
| 4a. Check heterogeneity across studies | Our assembled effect sizes were more heterogeneous than expected from chance—even when we allowed that some of this variation could be due to random noise. | |
| 4b. Consider putative moderator variables (optional) | We tested for evidence of distinct sub-groups in our dataset, within which the effects might be more homogeneous. We identified four putative moderators and codified each study for the following: (i) host taxon; (ii) infection type; (iii) strain background; and (iv) level of pleiotropy expected, given the particular mutation(s) involved. | |
| 4c. Check for publication bias (optional) | We found that smaller/lower-powered studies were more likely to report large effect sizes in support of the hypothesis, whereas larger/higher-powered studies tended to report smaller effect sizes. | |
| 5. Derive mean effect size(s); quantify influence of moderator variables (if applicable) | Despite the steps taken (see above), our dataset still showed substantial heterogeneity. Estimates of mean effect sizes (in/across subgroups) and moderator coefficients should therefore be viewed as best approximations. |
Figure 1Forest plots depicting the variation in effect size across experiments on pyoverdine as a virulence factor in . All panels display the same effect sizes originating from the 81 experiments involved in the meta-analysis, but grouped differently according to four moderator variables, which are: (A) host taxon; (B) infection type; (C) wildtype strain background; and (D) the likelihood of pleiotropy in the pyoverdine-deficient strain. Effect sizes are given as log-odds-ratio ± 95% confidence interval. Negative and positive effect sizes indicate lower and higher virulence of the pyoverdine-deficient mutant relative to the wildtype, respectively. The scale of the circular markers is proportional to each experiment's relative weighting in the context of a (fixed) meta-analysis. As this weighting is the inverse variance associated with an observed effect, less “noisy” experiments are accorded larger weights. Diamonds represent the mean effect sizes (obtained from meta-regression analysis) for each subgroup of a specific moderator variable. IDs of the individual experiments are listed on the Y-axis (for details, see Table S1 in the Supplemental Material). The numbers in brackets on the Y-axis correspond to the citation number of the corresponding publication.
Figure 2Test for differences between subgroups of moderator variables with regard to the effect sizes for pyoverdine as a virulence factor in . Our baseline condition for all comparisons is the following: gut infections in invertebrate hosts, using the P. aeruginosa wildtype strain PA14 vs. a pyoverdine-deficient PA14 mutant with a low expected level of pleiotropy. The effect size for this baseline scenario is set to zero. All other scenarios had more extreme (negative) effect sizes, and are therefore scaled relative to this baseline condition. Comparisons reveal that virulence in pyoverdine-deficient strains was significantly more reduced in systemic compared to gut infections, and that most effect size variation is explained by the infection type. There were no significant effect size differences between any of the other subgroups. Bars show the difference in log odds-ratio (± 95% confidence interval) between the baseline and any of the alternate conditions. Values given in brackets indicate percentage of effect size heterogeneity explained by a specific moderator.
Figure 3Association between effect sizes and their standard errors across 81 experiments examining the role of pyoverdine production for virulence in . In the absence of bias, we should see an inverted funnel-shaped cloud of points, more or less symmetrically distributed around the mean effect size (vertical dotted line). Instead, we see an over-representation of low-certainty experiments associated with strong (negative) effect sizes. This suggests a significant publication bias: experiments with low-certainty and weak or contrary effects presumably do exist, but are under-represented here (note the absence of data points in the cross-hatched triangle). Effect sizes are given as log-odds-ratio. Each symbol represents a single experiment. Symbol colors and shapes stand for different host organisms (red circles, invertebrates; blue squares, mammals; green diamonds, plants). Large symbols denote the experiments included in the core dataset. The solid shaded area represents the 95% confidence interval for the weighted linear regression using the complete dataset. Note that due to the stronger weights accorded to high certainty experiments (i.e., the points toward the top of the plot), many of the lower-weighted (higher-uncertainty) points toward the bottom of the plot lie quite far from the regression line and also outside the confidence interval.