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Preface
It is for this
reason that God is called Ain Sof, literally “the Infinite.” One can climb
higher and higher, reaching toward infinity, but one can never attain it.
Infinity may remain a goal, but it is only a goal that points to a
direction, but not a goal that actually can be reached. The same is true
of the Infinite Ain Sof.
¨
Rabbi Aryeh Kaplan, Comment on Sefer Yetzirah
1:4

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At the end of the twelfth century, the now
famous Italian mathematician Leonardo Fibonacci returned to his hometown
Pisa after a long stay in North Africa and the Middle East. During his
absence Fibonacci studied various mathematical systems unknown in Europe.
It was Fibonacci that introduced the zero in our decimal number system.
After his return, Fibonacci worked for years on various mathematical
masterpieces. In his famous “Liber Abbaci” he describes the sequence at which
rabbits multiply themselves under ideal circumstances. This sequence corresponds with the simplest of
all mathematical progressions.
Mathematical progressions are as old as
Plato & Pythagoras, but considering the fact that Fibonacci was the first
to specifically write about this "mother of all progressions", it has been
named after him.
The series is easily constructed by adding
up two numbers starting from one, while the outcome is consequently added
to the number that came immediately before. The series starts from zero
and one: |
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0+1 =
1
1+1 =
2
1+2 =
3
2+3 =
5
3+5 =
8
5+8 =
13
8+13 =
21
13+21 =
34
21+34 =
55
Go to the
Introduction |
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