论文标题
尺寸复杂性和算法效率
Dimensional Complexity and Algorithmic Efficiency
论文作者
论文摘要
本文使用算法效率的概念来提出统一的智力理论。智能是非正式，正式和计算定义的。我们介绍了算法效率中尺寸复杂性的概念，并推断出最佳有效算法的时间复杂性为零，空间复杂性和无限尺寸复杂性。该算法用于生成数字行。
This paper uses the concept of algorithmic efficiency to present a unified theory of intelligence. Intelligence is defined informally, formally, and computationally. We introduce the concept of Dimensional complexity in algorithmic efficiency and deduce that an optimally efficient algorithm has zero Time complexity, zero Space complexity, and an infinite Dimensional complexity. This algorithm is used to generate the number line.
