从数到形——悖论与数学对象的转移

Transformation of the Shape from Number

古希腊人的数学兴趣似乎专注于几何方面,导致这种现象有多种原因。而数学史昭示,古希腊人对数学对象从数转移到形,实质从逻辑转移到直观,主要是由于古希腊人发现了所谓不可表达的数或不可公度比.

Ancient Greek had interested in geometry with lot of causes. By matnematical history declare to that:ancient Greek transformation the object of mathematics from number to shape,and from logic to audio-visual, the main cause is discover Greek the paradox :non-expressing number and non-conjecture common ratiao.