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3. Principle It is presupposed that in a closed system the homogeneous core with it the surrounded covering is in equilibrium. In this case wrapping-amounts - a uniform amount with a locating sheet - whose position the characteristics of every point result from are described. First of all a disk-like cut is to be operated through the center of the ball-like system. Only the cut page is considered. Illustration 2 Into the available intervals further wrapping-amounts are set to, the interval holding and joining one circular sheet or also an ether form.
Illustration 3 Still another symmetrical cut is led by the center and only the one cut side is regarded.
Illustration 4 The remaining cut side is shown now in its accepted height, which presents itself as follows.
Illustration 5 The representation representative, applied to larger courses, results in this expression
Illustration 6 On the basis of the central core the way up to the outside covering is wandered through. Crossing is made by means of language. For the wrapping-amounts (small circles) let themselves about to use spoken sounds - vowels - and sounds for the crossed sheets (large circles) shortly spoken - consonants. Thus the following expression results a=atat Here also arbitrary other vowels and consonant can be used, as for example o=olol Or o=ogod The described apply however best This principle is not only symbolic, but likewise an applicable formulation, although no valid formula. Copyright (c) 2005 Lars Werner,All
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