Revision #546 → #1212 · back to history
addedFactorial (informal)4f9f03b7705a
addedZero factorial conventiondec467631c4d
addedFactorial function947a264ba769
addedFactorial recurrence relationd19a4700ed3c
addedFactorial of zero7f2c11717407
addedCounting permutationsc46af0af9b4f
addedBinomial coefficients via factorialsca1bf2f122b9
addedStirling numbers of the first kind sum to factorialscac93bd77a75
addedCounting derangements549d9e967c78
addedFactorials are orders of symmetric groups424e5204d70c
addedExponential generating function23806efeba38
addedEuclid's theorem (infinitude of primes)028189033791
addedFactorial primeb6995cbacfc3
addedBrocard's problem2b94ac22a786
addedArbitrarily large prime gapse12c1cd36f65
addedBertrand's postulate929ca46b5696
addedFactorial number systeme16a4ab51d3b
addedGrowth rate of factorial9876e333448e
addedStirling's approximation182e62d69741
addedBinary logarithm of the factorial643f08874f1a
addedDivisibility of n! by primes up to nca9767e4c3d7
addedLegendre's formula336707de7eb4
addedKummer's theorem3ab07522bac8
addedTrailing zeros of factorialsfcf5ccbe686b
addedLeading digits follow Benford's law458be5380564
addedWilson's theorem9d4e4ef84b43
addedKempner function2555e27db094
addedProduct of factorials divides factorial of sumc6985eb930d3
addedFactorials as products of other factorialsc0668f17049c
addedGCD of primitive polynomial values divides n!488691adf5dc
addedGamma function (integral definition)18b452f88e7c
addedGamma function functional equation0b1d42945fbd
addedEuler's reflection formula7defb3e595c1
addedMeromorphic continuation of gamma functionb1fc14b99e14
addedBohr–Mollerup theorem1691af322dd2
addedWielandt's uniqueness theorem05061bad6ce1
addedHadamard's gamma functioncc1f30cb778b
addedp-adic gamma function4f788f98f068
addedDigamma functione1afd4c36a3a
addedAlternating factorialce3ce6da7894
addedBhargava factorialsd3442659cd5a
addedDouble factorial0012ae7a3bbf
addedDouble factorial of 9ed176bda1213
addedExponential factorialc69b9e5c718e
addedFalling factorialfd8f7c84045a
addedHyperfactorialf269c701e2b8
addedJordan–Pólya numbersbd54c42c033f
addedPrimorialc8e612e9886f
addedSubfactoriald2637d1c6e1a
addedSuperfactorial4b03ccce8e5a
addedTermial (triangular number)875a39a0b40e