EN

Fibonacci number Fibonacci sequence

EN

EN

Fibonacci number Fibonacci sequence

EN

Definitions

Relations

Sources

EN

In mathematics, the Fibonacci numbers, commonly denoted Fn, form a sequence, called the Fibonacci sequence, such that each number is the sum of the two preceding ones, starting from 0 and 1.
Wikipedia

An integer sequence starting with 0 and 1, and each subsequent number is the sum of the previous two.
Wikipedia Disambiguation

Integer in the infinite Fibonacci sequence
Wikidata

Any number in a Fibonacci sequence (being the sum of the preceding two numbers).
Wiktionary

Number.
Wiktionary (translation)

Any sequence of numbers such that each is the sum of the preceding two.
Wiktionary

HAS PART

PART OF

HAS KIND

HAS PARTS OF THE CLASS

NAMED AFTER

WordNet 3.0 & WordNet 2020

Wikipedia

Wikidata

Wiktionary

Wikipedia Redirections

EN

1123581321,
A000045,
Binet's Equation,
Binet's fibonacci number formula,
Binet's Fibonacci number formula,
Binet's Fibonacci Number Formula,
Binet's formula,
Binet formula,
Fibbonaci Series,
Fibinochi numbers,
Fibonacci's Number,
Fibonacci chain,
Fibonacci fractal,
Fibonacci Number,
Fibonacci Number Sequence,
Fibonacci Numbers,
Fibonacci numbers,
Fibonacci rabbit,
Fibonacci Rabbits,
Fibonacci Series,
Fibonacci series,
Fibonacci spiral,
Fibonacci squence,
Fibonacci tree,
Fibonacci Tree,
Fibonaccis Number,
Fibonnacci sequence,
Fibonnaci numbers,
Fibonnaci Sequence,
Fibonocci number,
Fibonocci sequence,
Gopala-Hemachandra number,
Gopala-Hemachandra numbers,
Gopala-Hemachandra sequence,
Gopala (mathematician),
Gopala–Hemachandra number,
Hemachandra number,
Hemachandra numbers,
Negafibonacci,
Tetranacci constant,
Tetranacci Constant

Wikidata Alias