Euclid's lemma
Euclid's lemma
On prime factors of integer products.
No account needed. By playing, you confirm you're 13 or older and agree to the Terms of use.
No owners yet
Category: Empty
- 0 owners
- 0 copies
- 0 pulls
- Wishlisted
- 0
- In 0 albums
- On 0 showcases
- Market listings
- 0
Not sold on the market yet.
Readers' pathsAug 2026 – Oct 2026
Readers go next to
Share of the 1,134 clicks on its links
Fundamental theorem of arithmetic
Integers have unique prime factorizations.
16%
Coprime integers
Two numbers without shared prime factors.
7.1%
Euclid's Elements
Mathematical treatise by Euclid.
6.7%
Euclidean algorithm
Algorithm for computing greatest common divisors.
6.6%
Euclidean division
Division with remainder of integers.
6.5%
Mathematical induction
Form of mathematical proof.
5.9%
Euclid
Ancient Greek mathematician (fl. 300 BC).
5.7%
Prime number
Number divisible only by 1 and itself.
1.2%
Composite number
Integer having a non-trivial divisor.
0.97%
Readers come from
Share of the 2,419 readers arriving from another article
Fundamental theorem of arithmetic
Integers have unique prime factorizations.
30%
Euclidean division
Division with remainder of integers.
2.2%
Greatest common divisor
Largest integer that divides given integers.
1.8%
Coprime integers
Two numbers without shared prime factors.
1.4%
Divisor
Integer that divides another integer.
0.99%
Prime ideal
Ideal in a ring which has properties similar to prime elements.
0.95%
Prime number
Number divisible only by 1 and itself.
0.87%
Diophantine equation
Polynomial equation whose integer solutions are sought.
0.58%
Number theory
Branch of pure mathematics.
0.45%