4.5 Article

A generalized framework for AMOVA with multiple hierarchies and ploidies

Journal

INTEGRATIVE ZOOLOGY
Volume 16, Issue 1, Pages 33-52

Publisher

WILEY
DOI: 10.1111/1749-4877.12460

Keywords

analysis of molecular variance; hierarchy; maximum-likelihood estimation; method-of-moment estimation; polyploidy

Categories

Funding

  1. Strategic Priority Research Program of the Chinese Academy of Sciences [XDB31020302]
  2. National Natural Science Foundation of China [31770411, 31730104, 31572278, 31770425]
  3. Young Elite Scientists Sponsorship Program by CAST [2017QNRC001]
  4. National Key Programme of Research and Development, Ministry of Science and Technology [2016YFC0503200]
  5. Shaanxi Science and Technology Innovation Team [2019TD-012]
  6. Shaanxi Province Talents 100 Fellowship

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The article introduces a new framework for AMOVA that supports data with different levels of hierarchy and ploidy. Four methods are provided to analyze multilocus genotypic and allelic phenotypic data. Evaluation using simulated and empirical datasets shows the framework's strong performance.
The analysis of molecular variance (AMOVA) is a widely used statistical method in population genetics and molecular ecology. The classic framework of AMOVA only supports haploid and diploid data, in which the number of hierarchies ranges from two to four. In practice, natural populations can be classified into more hierarchies, and polyploidy is frequently observed in extant species. The ploidy level may even vary within the same species, and/or within the same individual. We generalized the framework of AMOVA such that it can be used for any number of hierarchies and any level of ploidy. Based on this framework, we present four methods to account for data that are multilocus genotypic and allelic phenotypic (with unknown allele dosage). We use simulated datasets and an empirical dataset to evaluate the performance of our framework. We make freely available our methods in a new software package,polygene, which is freely available at .

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