5. Anthroposophy and Science

Heinrich Schramm, the author of this essay - I still consider it extremely important today - was thoroughly convinced that you can go anywhere with mathematics, that you simply have to assume matter, space, motion and that you can then go anywhere with mathematics. He was convinced that the most diverse properties of natural phenomena in ordinary mechanics, in thermodynamics, in optics, in the field of magnetism and electricity, that one can grasp all these different phenomena with mathematics, that one can correctly arrive at all these different phenomena if one only applies mathematics correctly. So, if you apply this mathematical research to a hypothetical material process, the magnetic application springs to mind; if you apply it to a different process, the electrical application springs to mind. In short, all natural phenomena are explained as an effect of motion. One becomes quite free of mysticism; one limits oneself to the concrete, which one can grasp in purely mathematical presentation. This struggle, one must have gone through it once, this struggle with a knowledge that proceeds mathematically in relation to the external world and now wants to grasp the sense perceptions mathematically, because the external world must be grasped somehow, no matter how mathematically one proceeds.