SACRED MATHEMATICS OF ANCIENT SYMBOLS: ON THE EXAMPLE OF THE CHINESE MONAD GEOMETRY AND ARITHMETICAL GEOMETRY OF THE FERMAT’S LAST THEOREM
In the report the idea of effectiveness of ancient sacred symbols in interaction of man and nature is conducted. With the help of different manipulations with symbols some ancient people (let’s call them the initiated ones) could actually affect the surroundings basing themselves upon deep intrinsic regularities designated in a sacred symbol by one or another way. From the modern point of view these regularities can be described, conditionally speaking, by sacred mathematics defining the verity of any process or thing. The way such latent mathematics (which we can scarcely appreciate) works, is shown by the Fermat’s Last Theorem, being as a matter of fact the principle of action for the great East symbol known in the West as Chinese monad.
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