FIBONACCI - HIS RABBITS AND HIS NUMBERS and KEPLER
نویسنده
چکیده
A second revised version was produced in 1228 and this great document translated with many errors by Boncompagni (see reference 2a) in 1857 is what has survived to this day and gives us an almost complete statement of the mathematical knowledge that had accumulated in the West since the Greeks. It can also be regarded as a comprehensive merchant’s handbook as its stated aim was to demonstrate to these merchants the advantages of the Hindu-Arabic number system compared with the Roman system which apart from its clumsiness didn’t even have a zero symbol. However the merchants then being much the same slaves to conformity as their present day counterparts rejected his system. It in fact took many decades to be accepted commercially; the transition was much more painful and time consuming than for example the recent conversion from British to metric measurements.
منابع مشابه
The First Ascent into the Incidence Algebra of the Fibonacci Cobweb Poset
The explicite formulas for Möbius function and some other important elements of the incidence algebra are delivered. For that to do one uses Kwaśniewski’s construction of his Fibonacci cobweb poset in the plane grid coordinate system. 1 Fibonacci cobweb poset The Fibonacci cobweb poset P has been invented by A.K.Kwaśniewski in [1, 2, 3] for the purpose of finding combinatorial interpretation of...
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We have generated transgenic rabbits lacking cardiac slow delayed-rectifier K(+) current [I(Ks); long QT syndrome type 1 (LQT1)] or rapidly activating delayed-rectifier K(+) current [I(Kr); long QT syndrome type 2 (LQT2)]. Rabbits with either genotype have prolonged action potential duration and QT intervals; however, only LQT2 rabbits develop atrioventricular (AV) blocks and polymorphic ventri...
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