perfect power
positive integer that is an integer power of another positive integer
Facts
6 properties- Instance of
- mathematical concept
- Subclass of
- non-negative integer, composite number[2][3]
- Defining formula
- n\in \mathbb{N}: m^k=n
- Described by source
- Mathwords[4]
- In defining formula
- n, \mathbb{N}, m, k
- Maintained by WikiProject
- WikiProject Mathematics[5]
🏷️ Also known as
en perfect power
ar قوة كاملة
cs perfektní mocnina
cs celočíselná mocnina
da potenstal
de perfekte Potenz
es potencia perfecta
fr puissance parfaite
hu hatványszám
hu teljes hatvány
ja 累乗数
ko 거듭제곱수
pt potência perfeita
ru совершенная степень
sv perfekt potens
tr Mükemmel kuvvet
uk досконалий степінь
vi lũy thừa hoàn hảo
zh 强大数
zh 次方數
🔖 Identifiers · 5
- OpenAlex ID
- C93446932
- Brilliant Wiki ID
- perfect-squares
- Freebase ID
- /m/0bd0r8
- MathWorld ID
- PerfectPower
- Microsoft Academic ID (discontinued)
- 93446932
🔗 Connections
Subtypes 2
Maintained by WikiProject 1
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Summary
perfect power is a mathematical concept[1].