Integer sequences | Prime numbers | Factorial and binomial topics

Primorial

In mathematics, and more particularly in number theory, primorial, denoted by "#", is a function from natural numbers to natural numbers similar to the factorial function, but rather than successively multiplying positive integers, the function only multiplies prime numbers. The name "primorial", coined by Harvey Dubner, draws an analogy to primes similar to the way the name "factorial" relates to factors. (Wikipedia).

Primorial
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Related pages

Square-free integer | Journal of Recreational Mathematics | Prime-counting function | Empty product | Convergent series | Engel expansion | Completely multiplicative function | Factorial | Bonse's inequality | E (mathematical constant) | Highly composite number | Composite number | Primes in arithmetic progression | Natural number | Mathematics | Function (mathematics) | Number theory | Chebyshev function | Prime number | Sparsely totient number | Jordan's totient function | Primorial prime | Euclid's theorem | Riemann zeta function