幾何学認知の進化的起源に関する新分析(New Analysis Gives Geometry an Evolutionary Shape)

2026-04-06 ニューヨーク大学(NYU)

ニューヨーク大学の研究は、幾何学的な形状や構造がどのように進化的プロセスによって形成されるかを解析したもの。研究チームは、生物の形態や自然界の構造に見られる幾何パターンが、単なる静的な法則ではなく、進化の過程で選択・変化してきた結果であることを示した。新たな解析手法により、形状の変化を「進化する幾何」として捉え、環境適応や機能性との関係を定量的に説明できる可能性が示唆された。このアプローチは、生物学だけでなく材料科学や設計工学にも応用可能であり、自然界の形の多様性と最適性の理解を深める成果である。

幾何学認知の進化的起源に関する新分析(New Analysis Gives Geometry an Evolutionary Shape)
Photo credit: ExploringMekong.com/Getty Images

<関連情報>

幾何学の認知的起源 The cognitive origins of geometry

Moira R. Dillon
Trends in Cognitive Sciences  Published:April 6, 2026
DOI:https://doi.org/10.1016/j.tics.2026.01.005

Highlights

Abstract geometry begins in mental navigation, not in symbols.

This mental navigation is approximately Euclidean and is shared by humans and nonhuman animals.

Humans uniquely, across cultures, may tap into mental navigation with natural language.

The interaction between mental navigation and natural language may support human capacities for Euclidean reasoning, concept acquisition, and formal learning.

There is no need to posit a specific language of thought for geometry.

Abstract

Geometry is often considered the paradigmatic model of abstract thought, with thinkers since at least Plato exploring its origins. A dominant hypothesis posits that a specialized, modular language of thought underlies our species’ unique geometric abilities. Challenging this view, I propose the Wanderers Hypothesis for Geometry, which suggests that human geometry is primarily rooted in navigation-like mental processes shared by humans and nonhuman animals and that these processes approximate Euclidean geometry. Drawing on infant experiments, cross-cultural experiments, and cognitive modeling, I argue that humans access these primitive processes through natural language, supporting their flexible application and our capacity for formal learning. This perspective broadens our understanding of geometric cognition and the nature of the human mind.

1504数理・情報
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