Abstract Euler's Identity e^i+1=0 is hailed as the most beautiful mathematical formula. In a minimalist form, it connects exponential functions, imaginary numbers, pi, the multiplicative identity element and zero, constructing a complete geometric imagery of growth, rotation, boundaries, polarity and equilibrium on the complex plane. This imagery is introduced into the value complex number model of Symbiotic Points 2. 4, serving as a symbolic metaphor for interpreting a new type of economic order. Based on the mathematical essence, three generations of Symbiotic Points (1. 0/1. 2/2. 4) and the underlying logic of the current legal system, this paper systematically analyzes the effective interpretive scope and inherent boundaries of the metaphor, and clarifies why only Symbiotic Points 2. 4 has the adaptive foundation, while Versions 1. 0 and 1. 2 cannot be reasonably interpreted by this formula under the existing legal system.
Pige Li (Wed,) studied this question.
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