On generalized Euler constants by Eugenijus Stankus

“… The generalized Euler constants are defined by formulas γ(r, k) = limx → ∞ {∑0 < n ≤  x; n ≡  r(mod k) ⅟n - ⅟k log x}. …”
Get full text

Recent Developments of Hilbert-Type Discrete and Integral Inequalities with Applications by Lokenath Debnath, Bicheng Yang

“…Included are numerous generalizations, extensions, and refinements of Hilbert-type inequalities involving many special functions such as beta, gamma, logarithm, trigonometric, hyper-bolic, Bernoulli's functions and Bernoulli's numbers, Euler's constant, zeta function, and hypergeometric functions with many applications. …”
Get full text