is shown to be a sum of multiple zeta values,
for some polynomial with rational coefficients, which is explicitly given in the restatement of Theorem 1 on page 573. Combining this, it allows an expression for
as a polynomial in
with rational coefficients, and the interesting relation
. The asymptotic expansion
is derived. A formula for
is derived, and a similar formula for Euler’s constant
. The authors discuss a number of examples.