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Cosmology, Numbers and the Platon’s Soul of the World
Rajchl, Jaroslav
The present status of cosmology is characterized by a variety of many different models. Nevertheless, it shows that some type of duality of both dynamical and the structural nature is typical. Its common source is the Big Bang (BB). To reconcile this very rich manifold we use the Plato’s model „of the World Soul”. Its main idea is the Pythagoras’ one of the role of numbers as fundamental elements of all the things in the World.
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Complementary cooperation, the Cardano's world, and the incompletness
Rajchl, Jaroslav
The Cardano’s world (CW) is characterized by the well known phrase about the triadicity of all the good and bad! It contains a cubic nonlinearity (NL) as its mainbase, together with the linear, bilinear and quadratic components (i.e. the positive and negative solutions). All these components are fundamental for its dynamical cooperative and relative stability as a system. But, the relation between its quadratic and cubic (NL) is, as has been shown previously, of paradoxical nature (Rajchl 2006), which is the source of dynamical evolution of (CW). It is shown that such a system is incomplete in the sense, that it evolves behind its relative stability state (dimension 3) to the deterministic chaos.
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Trains in our world
Rajchl, Jaroslav
According to e.g. St. Thomas the human history is connected with the mankind behaviour which is well known is tighly connected with the solar activity during its 500 year periodicity. Owing to this activity trains of various shapes and duration are induced; they are in an interesting correspondence to different typical processes in the mankind history.
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Our world as an area of encounters and crossing
Rajchl, Jaroslav
Process of encounter and subsequent crossing leads to the formal similarity between both, the Mendelian law of meridity on the one side, and the Clifford algebra, on the other. Both representations contain a two-phase process analogical to the quantum theory paradigma and the relativistic cosmology one.
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