Algorithm and computational complexity of Solar System(5)

In the previous examples we translated the Orbital characteristics from the language of astronomy into the digital language of programmatic, cybernetic and information principles. This we did by using the adequate mathematical algorithms. These digital pictures reveal to us a whole new dimension of this science. They reveal to us that the astronomical phenomenons are strictly conditioned and determined by programmatic, cybernetic and information principles.

From the previous examples we can see that Solar System really has its quantitative characteristics. It can be concluded that there is a connection between quantitative characteristics in the process of transfer of orbital information and the qualitative appearance of given astronomical phenomenons.

Conclusions

The result of this research show that there is a matrix code for Solar System. Now we have the exact scientific proofs that there is an astronomical language that can be described by the theory of systems and cybernetics, and which functions in accordance with certain principles.

DISCLOSURE

The author reports no conflict of interest in this research.

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