Euclid

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Euclid

20 x 20cm

2022-2023

《几何原本》基于欧几里得的几何逻辑，探索数学与现实之间的复杂关系。数学本质上是一种理想化的体系，在现实中并不存在完美的几何形态。当我通过手绘还原这些理想形状时，任何精确的努力都不可避免地被手工痕迹所扰乱。这种对“理想与现实”间矛盾的反思，在作品中呈现为正方形、圆形、三角形的交错与碰撞，揭示了人类对数学完美性的执念与无力实现这一完美之间的张力。

Drawing upon the geometric logic of Euclid, this work explores the intricate interplay between mathematics and reality. Mathematics, by its very nature, is an idealized system—one in which perfect geometric forms never truly manifest in the physical world. In my hand-rendered reconstructions of these ideal shapes, every attempt at precision is inevitably marked by the traces of manual execution. This tension between the ideal and the real is articulated through the deliberate juxtaposition and collision of squares, circles, and triangles, revealing the paradox of humanity’s relentless pursuit of mathematical perfection alongside the inherent impossibility of fully realizing it.