MKL:
positive_infinity =,positive_infinity . positive_infinity
positive_infinity =,positive_infinity . positive_infinity
{
positive infinity
positive_infinity
positive_infinity
} // positive infinity
positive infinity
positive infinity
negative_infinity =,negative_infinity . negative_infinitypositive infinity
![WtEn: WtEn:](/wiki/imgs/interwiki/wten-16.png)
![Srch: Srch:](/wiki/imgs/interwiki/srch-16.png)
} // positive infinity
![Ggl: Ggl:](/wiki/imgs/interwiki/ggl-16.png)
![Naver: Naver:](/wiki/imgs/interwiki/naver-16.png)
{
negative infinity
negative_infinity x 2024-02-16
negative_infinity
} // negative infinity
negative infinity
negative infinity
...negative infinity
![WtEn: WtEn:](/wiki/imgs/interwiki/wten-16.png)
![Srch: Srch:](/wiki/imgs/interwiki/srch-16.png)
} // negative infinity
![Ggl: Ggl:](/wiki/imgs/interwiki/ggl-16.png)
![Naver: Naver:](/wiki/imgs/interwiki/naver-16.png)
관련표현 ¶
via
Furstenberg's_proof_of_the_infinitude_of_primes (소수,prime_number의 개수가 무한함을 위상수학,topology으로 증명하는 방법)
} // infinitude
infinitude
infinitude
![WpEn: WpEn:](/wiki/imgs/interwiki/wpen-16.png)
} // infinitude
![Ggl: Ggl:](/wiki/imgs/interwiki/ggl-16.png)
![NdEn: NdEn:](/wiki/imgs/interwiki/nden-16.png)