Ian Beardsley

The Mathematical Nature 0f Life Ian Beardsley

An effort is made to show that life, whether artificial or biological, does not just follow the laws of chemistry, but is mathematical in Nature. Since we understand biological life in terms of artificial intelligence (AI) and AI in terms of biological life we must first find the connection between the two. To do this we must do it in terms of measurable numbers, like molar mass, density, and atomic radius, if it is to be that it is mathematical in nature. I first show that the most basic structure of much of life, the skeleton, is algebraic with respect to AI in molar mass and density. I then create from this certain mathematical operators which yield -30 (negative 30) with each successive application to other substances, like water, air and earth. We then go on to the interesting case of what results in the AI elements because of boron, then to the amino acids. I have not figured out an approach to DNA yet, because I think it stands outside of all this encoding the mathematics used on the elements to make life.