Mersenne number
number of the form (2^n)−1
Facts
8 properties- Instance of
- Lucas sequence, divisibility sequence, type of integer[2][3]
- Subclass of
- non-negative integer, Cunningham number, repunit[5][6][7]
- Defining formula
- M_{n} = 2^{n}-1[11]
- Different from
- Mersenne prime, Mersenne number with prime index[8][9]
- Has list
- list of Mersenne numbers[10]
- In defining formula
- n[13]
- Maintained by WikiProject
- WikiProject Mathematics[12]
- Named after
- Marin Mersenne[4]
🏷️ Also known as
en 2^n-1
en 2ⁿ-1
en Mersenne's numbers
en Mersenne number
en (2^n)-1
cs Mersenneovo číslo
cs Mersennovo číslo
de Mersenne-Zahl
de mersennesche Zahl
es número de Mersenne
fr nombre de Mersenne
hu Mersenne-szám
it numero di Mersenne
ja メルセンヌ数
nl Mersenne-getal
pt números de Mersenne
pt série de Mersenne
ru числа Мерсенна
ru число Мерсенна
sv Mersennetal
🔖 Identifiers · 8
- Encyclopædia Britannica Online ID
- topic/Mersenne-number
- Encyclopædia Universalis ID
- nombres-de-mersenne
- Google Knowledge Graph ID
- /g/121l5fbf
- Lex ID
- Mersenne-tal
- MathWorld ID
- MersenneNumber
- NicoNicoPedia ID
- メルセンヌ数
- OEIS ID
- A000225
- Topic's main category
- Category:Mersenne numbers
🔗 Connections
Different from 1
Instance of 1
Maintained by WikiProject 1
Named after 1
Subclass of 1
Subtypes 1
← Different from 1
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Summary
Mersenne number is a Lucas sequence[1].