フィボナッチ【フィボナッチすうれつ】

    noun (common) (futsuumeishi)
  1. Fibonacci sequence; Fibonacci numbers; Fibonacci seriesmathematics
Forms
  • フィボナッチ【フィボナッチすうれつ】
  • フィボナッチすうれつ
Generated definitions (experimental)
  1. Fibonacci sequence
    2. This refers to a series of numbers where each number is the sum of the two preceding ones, typically starting with 0 and 1. It is often used in mathematics, computer science, and nature.
    、れい0、いち1、いち1、に2、さん3、ご5、はち8、。
    The Fibonacci sequence starts with 0, 1, 1, 2, 3, 5, 8, 13.
    The Fibonacci sequence is found in many phenomena in nature.
  2. Fibonacci numbers
    3. This refers specifically to the individual numbers that comprise the Fibonacci sequence, which hold significance in various mathematical contexts.
    Each Fibonacci number is obtained by adding the two previous numbers.
    Fibonacci numbers are related to the golden ratio.
  3. Fibonacci series
    4. This term can be used interchangeably with Fibonacci sequence but may also refer to a broader range of mathematical discussions surrounding the properties and applications of the sequence.
    In number theory, the properties of the Fibonacci series are being researched.
    The Fibonacci series has various mathematical applications.
Generated collocations (experimental)
to learn the Fibonacci sequencegeneral term of the Fibonacci sequenceexample of the Fibonacci sequencedefinition of the Fibonacci sequenceto use the Fibonacci sequencecharacteristics of the Fibonacci sequenceFibonacci sequence and the golden ratiocalculation of the Fibonacci sequenceto apply the Fibonacci sequencegraph of the Fibonacci sequence
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