Tables of Nuclear Reaction Q Values

Multiple q-zeta values

We introduce a q-analog of the multiple harmonic series commonly referred to as multiple zeta values. The multiple q-zeta values satisfy a q-stuffle multiplication rule analogous to the stuffle multiplication rule arising from the series representation of ordinary multiple zeta values. Additionally, multiple q-zeta values can be viewed as special values of the multiple q-polylogarithm, which ad...

SUM OF MULTIPLE q-ZETA VALUES

The generating function of the sums of multiple q-zeta values with fixed weights, depths and 1-heights, 2-heights, . . . , r-heights is represented in terms of specializations of basic hypergeometric functions.

Propagation of Q - values in Tabular TD ( ) ?

Renormalization of Multiple q-Zeta Values

Abstract. In this paper we shall define the renormalization of the multiple q-zeta values (MqZV) which are special values of multiple q-zeta functions ζq(s1, . . . , sd) when the arguments are all positive integers or all non-positive integers. This generalizes the work of Guo and Zhang [12] on the renormalization of Euler-Zagier multiple zeta values. We show that our renormalization process pr...

Atomic Data and Nuclear Data Tables

An extensive set of oscillator strengths, line strengths, and radiative decay rates for the allowed and forbidden transitions in Fe XIX is presented. They correspond to 1626 fine structure levels of total angular momenta 0 ≤ J ≤ 8 of even and odd parities with 2 ≤ n ≤ 10, 0 ≤ l ≤ 9, 0 ≤ L ≤ 10, and (2S + 1) = 1, 3, 5. In contrast, the compiled table of the National Institute for Standards and T...