Permutations avoiding an increasing number of length-increasing forbidden subsequences.
Poly-Bernoulli numbers
By using polylogarithm series, we define “poly-Bernoulli numbers” which generalize classical Bernoulli numbers. We derive an explicit formula and a duality theorem for these numbers, together with a von Staudt-type theorem for di-Bernoulli numbers and another proof of a theorem of Vandiver.
Polynomial extension of Fleck's congruence
Polynomial interpolation and asymptotic representations for zeta functions [Book]
Poznámka k číslům Bernoulliho
Poznámka o součtu čísel kvadratických
Products of binomial coefficients modulo p²
p-адические дзета-функции и числа Бернулли