In quantum key distribution (QKD) protocols, the action of an eavesdropper during the
quantum communication is inferred from the bit error rate measured by Alice and Bob. On …

This work presents relations using the Lambert-Tsallis function W q (x) that provide
geometric characteristics in classical and quantum information theory. Firstly, the W q (x) …

The amount of randomness in a signal generated by a physical or non-physical process can
reveal important information about that process. Thus, to quantify the amount of randomness …

Three generalizations of the Lambert W function were recently discussed in the literature:
the Lambert–Tsallis W q function, the R qq function and the Lambert–Kaniadakis W κ …

In quantum key distribution (QKD) protocols, the action of an eavesdropper during the
quantum communication is inferred from the bit error rate measured by Alice and Bob. On …

The problem of finding an analytical solution for the circuit formed by a diode with series
resistance (DR circuit) has been investigated for a long time and several authors have …

In the present work, the randomness measure based on the disentropy of the autocorrelation
function is used to quantify the randomness of binary sequences produced by quantum …

The Lambert W function and its generalizations, the Lambert-Tsallis Wq function and the Rq,
Q function, are important mathematical tools for solving analytically problems that appears in …

The problem of finding an analytical solution for the circuit formed by a diode with series
resistance (DR circuit) has been investigated for a long time and several authors have …

Three generalizations of the Lambert W function were recently discussed in the literature:
the Lambert-Tsallis Wq function, the RqQ function and the Lambert-Kaniadakis Wκ function …