In mathematics, the prime-counting function is the function counting the number of prime numbers less than or equal to some real number x. Growth rate · Formulas for prime-counting... · Inequalities |
| Функция распределения простых чисел |  |
В математике функция распределения простых чисел, или пи-функция \pi, — это функция, равная числу простых чисел, меньших либо равных действительному числу x. Она обозначается \pi. Википедия
Prime number theorem ; π(N) ~ N/log(N), where π(N) is the prime-counting function (the number of primes less than or equal to N) and ; log(N) is the natural ... Prime-counting function in... · Prime number theorem for... |
Prime counting function is defined as a function which gives the number of primes before a particular number. It is denoted by π ( x ) \pi(x) π(x). |
31 дек. 2016 г. · This sum describes the fluctuations of π(x), while the remaining terms give the «smooth» part of it and may be used as a very good estimator of π(x). |
Videolar The counting prime numbers function, called π(n) π ( n ) , aims to count the prime numbers less than or equal to a number n n . |
Details and Options · PrimePi is also known as prime counting function. · Mathematical function, suitable for both symbolic and numerical manipulation. |
π(n) — prime counting function, i.e. number of primes which are not greater than n. S(n,a) — suppose we take all numbers from 1 to n and sieve them with first ... |
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