gamma]x]/[GAMMA] (1 + x), where [gamma] is

Euler's constant and [GAMMA](x) is the gamma function.

1([square root of Zf(Z)]) indicates first-order second class modified Bessel function, dimensionless; "[gamma] indicates

Euler's constant, [gamma] = 1-78 ; Z' indicates the Laplace transform variable based on [t.

This is called a harmonic series and it can be shown that the sum is of the order: n(ln(n) + Y) (where Y =

Euler's constant = 0.

Euler's constant 1/(lim(x-->infinity)

Euler's constant ((1-(1/x))^x)) W^(k/S)

Euler's constant [W=number of microstates; k=Boltzmann constant; S=entropy] F/[N.

Mortici, Optimizing the rate of convergence in some new classes of sequences convergent to

Euler's constant, Anal.

Some third of the material is concerned with biographical and other contextual issues, while the bulk of the selections focus on particular aspects of Euler's contributions to mathematics, including infinite series, the zeta functions,

Euler's constant, differentials, multiple integrals, the calculus of variations, the pentagonal number theorem, quadratic reciprocity, and the fundamental theorem of algebra.

Sintamarian, A generalization of

Euler's constant, Numer.

denotes the

Euler's constant, which is equivalent to [[[GAMMA](1 + x)].

gamma] is the

Euler's constant, [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] denotes the product over all primes.

where C is a computable constant, [gamma] denotes the

Euler's constant.

Keywords Inequality; Polygamma function; Harmonic sequence;

Euler's constant.

where A, B are computable constants, [gamma] is the

Euler's constant.