Quantum
HEALTH
you plot cubes and cones and spheres and all those kinds of structures on a piece of graph paper, which is just putting structures into space. So accepting that we prepare all our buildings, machinery and our tools using this Euclidian geometry, I then ask a simple question; is nature built on Euclidian geometry? And the answer is no, except when you were 5 years old and you were drawing nature, for example a tree. It has a cylinder with a ball on top – but does that really look like a tree, and the answer is no. Why? Because nature doesn’t use that kind of geometry to create itself. It uses another kind of geometry which is a more recent discovery in 1983, which was actually conceived in the 1900s. It’s based on a very simple equation with just multiplication and addition. You take the equation, you solve the equation, the you take the answer you got from that equation, then run it back and solve the equation again using your original answer, and then you get a different answer. Then you take that different answer and run it through the equation and solve it again, and you keep repeating this. This in technical terms is called iterated, meaning repeating the same thing over and over again.
If you take a line and cut it in half, that would be the equation. Then you take one of those halves and you put it back into the equation, now you cut that in half and you have a quarter. The you take a quarter and cut it in half and you have an eighth; how many times can you do that? The answer is infi nitely. The lines just get smaller and smaller. This is the nature of a fractal. It uses a very simple equation and it repeats it infi nitely.
The idea was thought of around the turn of the 20th century, but the problem was to actually plot a picture to see what it ultimately looks like would take more than a million calculations and the problem is that in 1900 it would have taken a mathematician about 50 years or more to work out that calculation. But in 1983 a super- computer in IBM was able to do it. And what was found was that as you blew up the image and went into the detail you would start to see images repeat themselves.
8 Quantum Health
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Where do fractals fi t in with your work – how do you apply this knowledge?
What the maths implies is this; when you create something out of fractal geometry, (this is the beautiful part), it’s the inherent part of the maths that the images repeat themselves in a self- similar fashion at any level of the organisation. It’s basically the truth behind the ancient mystical statement: as above, so below, is an actual mathematical reality in fractal geometry. If nature is built on a fractal geometry, not Euclidian, what does it imply about nature? It means the structure and organisation at one level will be self-similar to the structure at any other level. The structures and functions of a cell are the same essentially as the structure and functions of a human being.
When you talk about ‘new’ biology and how science has to be rewritten, do you think this new way of thinking will be embraced by the mainstream some time soon?
It has to be, because if it isn’t we are really going to be going down the wrong track. As the corporate companies keep growing, the drug companies keep manifesting their control. When the corporate economy falls, and the drug companies fall with it, then all of a sudden we’ll have an opportunity to consider other alternatives that right now is not generally considered as the money is pushing us in another direction.
How do you apply quantum physics in your work?
When we look at the mechanisms of how things work on the planet, or even in the universe, by defi nition it means you have to understand physics, and the word physics is synominus with mechanics, so quantum physics, quantum mechanics, Newtonian physics, Newtonian mechanics; the key word here is the word mechanics, because it means mechanisms – how things work. We have applied a Newtonian mechanics to biology and medicine, which has three principles to it. If something is a Newtonian machine so to speak, it says you can understand the workings of this using these three principles.
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