Nature’s Mathematics

T. Owens
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Abstract

Chapter 1 explores the geometrical quality of Wordsworth’s and Coleridge’s imaginative commitments. Focusing principally on The Pedlar, the Guide to the Lakes, and Coleridge’s Notebooks, the chapter locates the origins of Wordsworth’s and Coleridge’s geometric visions in a divinely relational language of shapes which they intuited as children to describe the world about them and which moulded their shared Pedlar consciousness in the 1790s. It proposes that Wordsworth and Coleridge sustained the mathematical expressions of the Pedlar’s ethico-theological vision in their dealings with nature and the mind, perceiving in the material world a language of geometric forms which held it together.
大自然的数学
第一章探讨了华兹华斯和柯勒律治想象力的几何特征。这一章主要集中在《佩德勒》、《湖泊指南》和柯勒律治的笔记上,以一种神圣的形状语言定位了华兹华斯和柯勒律治的几何视觉的起源,他们从小就直觉地描述了他们周围的世界,并在18世纪90年代塑造了他们共同的佩德勒意识。它提出华兹华斯和柯勒律治在处理自然和心灵时,维持了佩德勒的伦理神学观点的数学表达,在物质世界中感知到一种几何形式的语言,这种语言将物质世界联系在一起。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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