Empty And The Full, The: Li Ye And The Way Of Mathematics - Geometrical Procedures By Section Of Areas: Li Ye and the Way of Mathematics: Geometrical Procedures by Section of Areas

Empty And The Full, The: Li Ye And The Way Of Mathematics - Geometrical Procedures By Section Of Areas: Li Ye and the Way of Mathematics: Geometrical Procedures by Section of Areas

Charlotte-v Pollet
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History Philosophy
格式 Kindle
页数 328
语言 英语
已发布 Jan 1, 2020
出版商 World Scientific
版本 1
ISBN-10 9811209499
ISBN-13 9789811209499
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描述

During the Song and Yuan dynasties, China experienced a vibrant flourishing of intellectual pursuits, particularly in the field of mathematics. The work delves into the historical context of this era, highlighting how advancements in mathematical thought transformed the landscape of scientific inquiry. Through the lens of Li Ye, a prominent mathematician, readers are invited to explore the intricate geometrical procedures that emerged during this time, particularly the innovative techniques used for sectioning areas.

Li Ye's work is pivotal, capturing the essence of the mathematical innovations of his time. The meticulous detail with which he approached problems is emblematic of the broader intellectual climate of the era, where scholars sought not only to solve practical problems but also to deepen their understanding of abstract concepts. The book examines these geometrical procedures, revealing how they laid the groundwork for future developments in mathematics.

The narrative is further enriched by the socio-cultural backdrop of the Song and Yuan dynasties, providing readers with a sense of the significance of these mathematical advancements. The interplay of mathematics with art, astronomy, and philosophy highlights the interdisciplinary nature of knowledge during this time.

Through a blend of historical context and mathematical exploration, the work draws a vivid picture of a rich intellectual tradition. The journey into the world of Li Ye and his contributions offers both scholars and enthusiasts a profound appreciation for the legacy of mathematics in ancient China.

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