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When Healing Becomes Educating, Vol. 2 - Waldorf Research Institute

When Healing Becomes Educating, Vol. 2 - Waldorf Research Institute

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The new science clearly has enormous significance in medicine. Present<br />

views of anatomy, physiology and pathology will have to be completely<br />

revised, and our paradigms will begin to change.<br />

The anatomical structures of the organism are essentially based<br />

on fractals. Higher laws pertain, and individual structures can only be<br />

understood in the context of the whole. Thus the vascular system from<br />

the aorta to the finest capillaries is a coherent whole and clearly a fractal<br />

structure. The Koch curve accommodates an infinitely long line in a small<br />

area, and in the same way the vascular system presents a vast surface area<br />

within a limited space. The same applies to other structures such as the<br />

composition of the duodenal mucosa and the bronchial system. The system<br />

of uriniferous tubules in the kidney, of bile ducts in the liver and the<br />

Purkinje network in the heart have been shown to be fractal structures.<br />

A question that is now being considered is whether fractal scaling is a<br />

universal rather than an isolated phenomenon in morphology and perhaps<br />

also the clue to the mystery of DNA coding. Simulation of goose down<br />

shows that the phenomenal air holding capacity of the natural product<br />

was due to the fractal nodes and branching that made up the structure of<br />

keratin, the basic protein of the down. 10<br />

Fractal laws are not limited to organ systems, however, but extend as<br />

far as the molecular range. Molecular surfaces such as the glycocalyx or cell<br />

coat of the cell membrane with its sugar residues have a fractal structure<br />

that enables the complex linking of cells by specific lectins known as<br />

glycoproteins, a linkage that is in more than one plane. Cell contact is<br />

assumed to be 2.2–2.5 dimensional.<br />

Fractal geometry has already found practical application in medical<br />

research. It makes it possible to determine myocardial perfusion patterns<br />

with some inhalation anesthetics. Descriptive statistics, e.g., using mean<br />

values and standard deviations, do not permit adequate analysis of these<br />

patterns, as it is not possible to cover localization and adjacence relations<br />

for individual regions. 11<br />

With regard to physiology, that is, the functions of the living organism<br />

and its parts, it has to be accepted that these are highly complex, non-linear<br />

processes with feedback, i.e., action complexes. Intermediate products may<br />

promote or inhibit the initial conditions or influence the sequence of<br />

reactions indirectly via other, equally complex reaction systems. A typical<br />

example is the tricarboxylic acid cycle which relates to a wide variety of<br />

metabolic processes in the liver cell (Fig. 3), influencing them and being<br />

governed by them. Other examples would be the coagulation and the<br />

immune systems. Everything interacts and forms a whole in itself. The<br />

thinking which still prevails today, based on a linear sequence of individual,<br />

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