| | -1- | | The book called REOARCHITECTURE with the subheading A PROPANE HIEROGAMY
explains in details the problematic raised by the enigmatic MÖBIUS STRIP.
In summary, it turns out that the so called "NON - ORIENTABLE
FORMATIVE CONFIGURATIONS" short "nfc" from which can be achieved a multitude of
objects, including the NUMBER-CONCEPTUAL structures, their main objective.
Starting from the enigmatic geometry of the Möbius strip,
whose characters are described in detail in the adjacent book 'Reoarhitecture',
through successive topological transformations, a series of ministries were elaborated.
The ministructures in short 'nfc's, a number of 60, included in the book in the tables (belonging to the sole torsion
strip), (belonging to the three torsions strip), and (belonging to the sole torsion
MÖBIUS crown), having its own characteristics, numbered in the essential points,
proving once again the Cartesian allegation, which confirms the ancient belief, that
there is a connection between numbers and nature, that the key of understanding lies
in its logical order, and this law cannot be but of geometrical-mathematical type, so,
between numbers and the natural space a close connection exists, although not
always prominent.
|
|  |
| -1- | | The book called REOARCHITECTURE with the subheading A PROPANE HIEROGAMY
explains in details the problematic raised by the enigmatic MÖBIUS STRIP.
In summary, it turns out that the so called "NON - ORIENTABLE
FORMATIVE CONFIGURATIONS" short "nfc" from which can be achieved a multitude of
objects, including the NUMBER-CONCEPTUAL structures, their main objective.
Starting from the enigmatic geometry of the Möbius strip,
whose characters are described in detail in the adjacent book 'Reoarhitecture',
through successive topological transformations, a series of ministries were elaborated.
The ministructures in short 'nfc's, a number of 60, included in the book in the tables (belonging to the sole torsion
strip), (belonging to the three torsions strip), and (belonging to the sole torsion
MÖBIUS crown), having its own characteristics, numbered in the essential points,
proving once again the Cartesian allegation, which confirms the ancient belief, that
there is a connection between numbers and nature, that the key of understanding lies
in its logical order, and this law cannot be but of geometrical-mathematical type, so,
between numbers and the natural space a close connection exists, although not
always prominent.
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