| Literature DB >> 27901123 |
Sanghoon Kang1, Jorge L M Rodrigues2, Justin P Ng3, Terry J Gentry3.
Abstract
Bacterial diversity is an important parameter for measuring bacterial contributions to the global ecosystem. However, even the task of describing bacterial diversity is challenging due to biological and technological difficulties. One of the challenges in bacterial diversity estimation is the appropriate measure of rare taxa, but the uncertainty of the size of rare biosphere is yet to be experimentally determined. One approach is using the generalized diversity, Hill number (Na), to control the variability associated with rare taxa by differentially weighing them. Here, we investigated Hill number as a framework for microbial diversity measure using a taxa-accmulation curve (TAC) with soil bacterial community data from two distinct studies by 454 pyrosequencing. The reliable biodiversity estimation was obtained when an increase in Hill number arose as the coverage became stable in TACs for a ≥ 1. In silico analysis also indicated that a certain level of sampling depth was desirable for reliable biodiversity estimation. Thus, in order to attain bacterial diversity from second generation sequencing, Hill number can be a good diversity framework with given sequencing depth, that is, until technology is further advanced and able to overcome the under- and random-sampling issues of the current sequencing approaches.Entities:
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Year: 2016 PMID: 27901123 PMCID: PMC5128788 DOI: 10.1038/srep38263
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Smoothed taxa-accumulation curves (TACs) with different Hill numbers (A N, C N and D N) and Chao1 index (B) for both Amazon (66 samples) and Texas mine (36 samples) studies together. Insert is the Texas mine rarefaction curve, shown alone in order to better represent the trend due to the large difference in sequence reads between two data sets. Taxa (N) represents unique OTU at 97% similarity cutoff.
Figure 2Rank abundance distribution plots (Whittaker plots) for Amazon (A) and Texas mine (B) studies. The best fit taxa abundance distribution (TAD) models are a log normal distribution for Amazon and a Zipf distribution for Texas mine data.