What question did this study set out to answer?

This research aims to assess nine claims of mathematical encoding in ancient architecture using various null models.

May 15, 2026Open Access

Domain-conditioned null models for testing claims of intentional mathematical encoding in ancient architecture: a systematic assessment of nine metrological and pyramid-geometry hypotheses

Key Points

This research aims to assess nine claims of mathematical encoding in ancient architecture using various null models.
Performed tests under multiple null distributions: log-uniform, body-based, physics-constrained, and seked-conditioned.
Evaluated claims against documented ancient measurement practices and Egyptian architectural conventions.
Included all analysis code and outputs in the preprint deposit.
No claims retained support when evaluated against the refined null distributions.
Formalization of domain-conditioned null distributions enhances methodology in evaluating quantitative encoding in archaeology.

Abstract

Preprint submitted to Open Archaeology (De Gruyter). Tests nine well-known sacred-geometry encoding claims about ancient architecture and metrology under multiple null distributions: log-uniform, body-based, physics-constrained, and seked-conditioned. None retain support once the null distribution reflects documented ancient measurement practice and Egyptian architectural convention. The methodological contribution is the formalisation of domain-conditioned null distributions for evaluating quantitative encoding claims in archaeology. All analysis code and JSON outputs are included in this deposit.

Domain-conditioned null models for testing claims of intentional mathematical encoding in ancient architecture: a systematic assessment of nine metrological and pyramid-geometry hypotheses

Key Points

Abstract

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