Singmaster's conjecture
Gould's sequence
ultramatricial
real number
evenness
Bravais lattice
Bombieri-Friedlander-Iwaniec theorem
commensurator
Solèr's theorem
σ-finite measure
special unitary group
Catalan number
complex projective line
Pell number
Bézout's theorem
split-complex number
division algebra
Heisenberg group
convergency
quantum
convergence
Cayley-Dickson construction
convergent
real numbers
tricomplex number
real
hailstone number
characteristic root of a square matrix
unitary group
character
Kodaira vanishing theorem
fundamental theorem of arithmetic
eigenvalue of a square matrix
partial sum
Horner's rule
Gilbreath's conjecture
eigenvalue of a matrix
multivector
hyperreal
eigenvalue
permanent
free module
cardinal number
de Moivre's formula
rational function
indeterminate
quasideterminant
Mandelbrot set
Möbius function
Steiner point
improper integral
Carol number
Polignac's conjecture
combinatorial geometry
de Bruijn torus
foliation
integer
Rayo's number
identically zero
complex line
number-theoretic
algebraizability
p-adic ordinal
quadratic form
nimber
differential form
K-theory
Fermat
fewnomial
Pierre de Fermat
monomial
hypercentral
curlicue fractal
geometry of numbers
many another
Siegel zero
many an
Neukirch-Uchida theorem
Schinzel's hypothesis H
prodiscrete
many a
magma
power series
Zenonism
zero tensor
Tarski-Seidenberg theorem
dimensional
Leonardo number
quantize
orthomodular
Goldbach's conjecture
Chen's theorem
skyrmionium
supernumber
Narayana number
tilting
hypercomplex
pseudoinfinite

English words for 'A conjecture in combinatorial number theory, stating that there is a finite upper bound on the multiplicities of entries in Pascal's triangle (other than the number 1, which appears infinitely many times).'

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