Article ID: CBB588946781

Inferring Alignments I: Exploring the Accuracy and Precision of Two Statistical Approaches (2017)

unapi

Using computer simulations, this paper explores and quantifies the accuracy and precision of two approaches to the statistical inference of the most likely targets of a set of structural orientations. It discusses the curvigram method (also known as kernel density estimation or summed probability distribution) in wide currency in archaeoastronomy, and introduces the largely unutilised maximum likelihood (ML) method, which has popularity in other academic fields. An analysis of both methods’ accuracy and precision is done, using a scenario with a single target, and the resulting equations can be used to estimate the minimum number of surveyed structures required to ensure a high-precision statistical inference. Two fundamental observations emerge: firstly, that although both approaches are quite accurate, the ML approach is considerably more precise than the curvigram approach; and secondly, that underestimating measurement uncertainty severely undermines the precision of the curvigram method. Finally, the implications of these observations for past, present and future archaeoastronomical research are discussed.

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https://data.isiscb.org/isis/citation/CBB588946781/

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Authors & Contributors
Tiede, Vance R.
Zotti, Georg
Ventura, Frank J.
Maglova, Penka
Vadala, Jeffrey Ryan
Orlando, Andrea
Journals
Mediterranean Archaeology and Archaeometry
Journal of Skyscape Archaeology
Journal of Astronomical History and Heritage
British Journal for the History of Mathematics
Ziran Kexueshi Yanjiu (Studies in the History of Natural Sciences)
Isis: International Review Devoted to the History of Science and Its Cultural Influences
Publishers
Copernicus
Concepts
Archaeoastronomy
Monuments
Archaeology
Skyscape; skyscapes
Sun
Mathematics
Time Periods
Ancient
Neolithic period
Precolumbian period (America)
Prehistory
Bronze age
21st century
Places
Greece
Rome (Italy)
Italy
Malta
Belize
Stonehenge (England)
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