Waring's problem
almost prime
Sierpinski number
hypergeometric series
hyperperfect number
primitive root
multiperfect
Turing degree
antipalindromic
one
Archimedean property
hypergeometric distribution
divisibility sequence
hyperarithmetic
triangular number
prime quantity
prime
composite number
bimagic
numerable
Narayana number
order
IP set
abvolt
prime number
friendly
multimagic square
overprime
semiprime
Proth number
integer
whole number
primitive element
Szemerédi's theorem
geometric mean
trimagic
Dickson's conjecture
Romanov's theorem
Schinzel's hypothesis H
countable
norm
Touchard polynomial
weird number
normal
commensurator
Stirling number of the second kind
hyperreal
harmonic number
perfect field
superior highly composite number
Pell number
tetramagic
millivolt
Gröbner basis
rank of apparition
mV
raise
denumerable
microvolt
non-hypotenuse number
cardinal
totient
primorial
binomial coefficient
real number system
root
number-theoretic function
pairing function
picovolt
van der Waerden's theorem
quadratic residue
nanovolt
amount
sum
Prouhet-Tarry-Escott problem
partition function
total
Cauchy sequence
ultrapolynomial
productive
Brocard's problem
genus
posynomial
creative
principal root
Dirichlet series
p-adic absolute value
hyperfactorial
Liouville number
denumerate
k-adic
semicreative
Gaussian prime
nonpolydactyly
Ax-Kochen theorem
countably infinite
perforated
cyclic number
infinity

English words for 'The problem of whether each natural number k has an associated positive integer s such that every natural number is the sum of at most s natural numbers raised to the power k.'

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