4.3 Article

A geometric morphometric approach to the study of variation of shovel-shaped incisors

期刊

AMERICAN JOURNAL OF PHYSICAL ANTHROPOLOGY
卷 168, 期 1, 页码 229-241

出版社

WILEY
DOI: 10.1002/ajpa.23709

关键词

ASUDAS; Procrustes and non-Procrustes superimpositions; shovel-shape incisors; virtual anthropology

资金

  1. Toulouse Dental Faculty (PLTRO)
  2. Midi-Pyrenees Region
  3. Universite Toulouse III-Paul Sabatier
  4. Universite de Toulouse
  5. French CNRS
  6. Arizona State University
  7. CHU de Toulouse

向作者/读者索取更多资源

Objectives The scoring and analysis of dental nonmetric traits are predominantly accomplished by using the Arizona State University Dental Anthropology System (ASUDAS), a standard protocol based on strict definitions and three-dimensional dental plaques. However, visual scoring, even when controlled by strict definitions of features, visual reference, and the experience of the observer, includes an unavoidable part of subjectivity. In this methodological contribution, we propose a new quantitative geometric morphometric approach to quickly and efficiently assess the variation of shoveling in modern human maxillary central incisors (UI1). Materials and methods We analyzed 87 modern human UI1s by means of virtual imaging and the ASU-UI1 dental plaque grades using geometric morphometrics by placing semilandmarks on the labial crown aspect. The modern human sample was composed of individuals from Europe, Africa, and Asia and included representatives of all seven grades defined by the ASUDAS method. Results Our results highlighted some limitations in the use of the current UI1 ASUDAS plaque, indicating that it did not necessarily represent an objective gradient of expression of a nonmetric tooth feature. Rating of shoveling tended to be more prone to intra- and interobserver bias for the highest grades. In addition, our analyses suggest that the observers were strongly influenced by the depth of the lingual crown aspect when assessing the shoveling. Discussion In this context, our results provide a reliable and reproducible framework reinforced by statistical results supporting the fact that open scale numerical measurements can complement the ASUDAS method.

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