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In December
2002 Nicolino De Pasquale assumed that the Incas might use instruments
of calculation based on a system of numeration base 40 with weights
(1,2,3,5) belonging to the Fibonacci's succession. Some time later, he
discovered that such a system of weights is also common among other
cultures as the Mayas, the Tiwanakus, the Huaris, the Egyptians. While
studying some ancient pots, yupanas, ceramics and other historical
sources, De Pasquale devised new systems of graphic representation,
from cartesian planes to functions, from derivations to integrations,
with some extraordinary convergences towards very recent, avant-garde
mathematical theories. Without any doubt De Pasquale's discoveries have
not only been a conquest in the field of mathematics, but they have
also broken fresh ground in further decodings and historical
reinterpretations.This site aims to be a guide for the reader in the
knowledge of the events.
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