Størmer's theorem
simultaneous equations
Slutsky's theorem
Sylvester-Gallai theorem
finitary
compact
Richardson's theorem
Pell number
multiformula
Galileo's paradox
conjugate
discrete
quadratic form
diffeology
Cantor-Bendixson theorem
sporadic group
Ax-Kochen theorem
series
Coxeter group
precompact
vanishing ideal
central limit theorem
Bombieri-Friedlander-Iwaniec theorem
Desargues configuration
hidoku
Euler's criterion
squeeze theorem
complex projective line
Blum's speedup theorem
de Bruijn-Erdős theorem
Feit-Thompson theorem
rational root theorem
fewnomial
Dickson's conjecture
Sperner's theorem
Ramsey number
computable
Zenonism
Fermat's little theorem
Sierpinski curve
Belyi's theorem
numerical analysis
Legendre polynomial
rational function
Selberg sieve
theorem
uniruled
Hurwitz surface
P
Gromov-Witten invariant
prime number theorem
Brun sieve
recursive function
Bézout's theorem
semi-infinite
Schinzel's hypothesis H
σ-finite measure
Sylow theorem
Polignac's conjecture
least squares
quartic function
convergency
perfect set
convergence
anticonfined
algebraic
Picard-Lindelöf theorem
context
rational
Gröbner basis
p-adic ordinal
Sheffer sequence
Helly's selection theorem
convex set
quantic
Walsh function
axiomatic system
analytic function
set theory
Nachbin's theorem
Sturm's theorem
locally finite
bivariate
equivalence class
linear programming
Hann function
Stark-Heegner theorem
Kruskal's tree theorem
square the circle
quotient set
Ptolemy's theorem
Tarski-Seidenberg theorem
homogeneous function
arithmetic geometry
finite
pseudoinfinite
theorematist
Dickman function
induction

English words for 'A theorem that gives a finite bound on the number of consecutive pairs of smooth numbers that exist, for a given degree of smoothness, and provides a method for finding all such pairs using Pell equations.'

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