- mathematics, the
Fibonacci sequence is a
sequence in
which each
number is the sum of the two
preceding ones.
Numbers that are part of the
Fibonacci sequence are...
-
Fibonacci (/ˌfɪbəˈnɑːtʃi/; also US: /ˌfiːb-/, Italian: [fiboˈnattʃi]; c. 1170 – c. 1240–50), also
known as
Leonardo Bonacci,
Leonardo of Pisa, or Leonardo...
- finance,
Fibonacci retracement is a
method of
technical analysis for
determining support and
resistance levels. It is
named after the
Fibonacci sequence...
-
calculations of
pentagons and decagons; his
writings influenced that of
Fibonacci (Leonardo of Pisa) (c. 1170–1250), who used the
ratio in
related geometry...
- In mathematics, the
Fibonacci polynomials are a
polynomial sequence which can be
considered as a
generalization of the
Fibonacci numbers. The polynomials...
- In the
mathematical field of
graph theory, the
Fibonacci cubes or
Fibonacci networks are a
family of
undirected graphs with rich
recursive properties derived...
- In
computer science, a
Fibonacci heap is a data
structure for
priority queue operations,
consisting of a
collection of heap-ordered trees. It has a better...
-
golden spiral.
Another approximation is a
Fibonacci spiral,
which is
constructed slightly differently. A
Fibonacci spiral starts with a
rectangle partitioned...
- In mathematics, the
Fibonacci numbers form a
sequence defined recursively by: Fn={0n=01n=1Fn−1+Fn−2n>1{\displaystyle F_{n}={\begin{cases}0&n=0\\1&n=1...
- In algebra, the Brahmagupta–
Fibonacci identity expresses the
product of two sums of two
squares as a sum of two
squares in two
different ways.
Hence the...
