Примеры использования There are infinitely на Английском языке и их переводы на Русский язык
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7(mod 8), for any given k there are infinitely many square-free congruent numbers with k prime factors.
complex conjugation, but there are infinitely(uncountably) many"wild" automorphisms assuming the axiom of choice.
that for every k there are infinitely many Cunningham chains of length k.
In 2006, Allcock proved that there are infinitely many compact Vinberg polytopes for dimension up to 6, and infinitely many finite-volume
Two other special cases are well-known conjectures: there are infinitely many twin primes(n and 2+ n are primes), and there are infinitely many Sophie Germain primes n
for every finite set S of vertices, there are infinitely many vertices having S as their set of earlier neighbors.
field tower over Q(√-m) where m 3·5·7·11·19 shows that there are infinitely many fields with root discriminant 2√m≈ 296.276.
cannot be so represented, and Golomb conjectured that there are infinitely many integers which cannot be represented as a difference between two powerful numbers.
There is infinitely more beyond that, and you have been there many, many times.
There are infinitely many strong pseudoprimes to any base.
The story was told, but there are infinitely more.
It is not known whether there are infinitely many lucky primes.
Whether or not there are infinitely many Keith numbers is currently a matter of speculation.
It is an open problem whether there are infinitely large clubs of mutually friendly numbers.
It is not known whether there are infinitely many perfect numbers, nor whether there are infinitely many Mersenne primes.
It's not known if there are infinitely many Higgs primes for any exponent a greater than 1.
In a circle, every point is both a local maximum and a local minimum of curvature, so there are infinitely many vertices.
The fact that the sum of the reciprocals of the prime numbers diverges implies that there are infinitely many prime numbers.
In 1997, Iwaniec and John Friedlander proved that there are infinitely many prime numbers of the form a2+ b4.
There are infinitely many solutions to the equation for k{\displaystyle k}