Astronomers often have to deal with randomness. For example, stars and radio telescopes
are sources of randomness. On the other hand, randomly distributed stars in some …

The Lambert–Tsallis W _q function has found applications in several areas of physics, such
as quantum optics, astronomy, and semiconductor physics. In this work, we discuss some …

In this work, the Lambert-Tsallis Wq function is used to provide analytical solutions of
fractional polynomials of the type ax^ r+ bx^ s+ c= 0. This class of fractional polynomial …

In this work, we present two applications of the Lambert–Tsallis W q function in quantum
photonic Gaussian boson sampling (GBS). First, it is shown that it is possible to distinguish …

The well-established theory of synchrotron light sources (SyncLs) and X-ray free electron
lasers (FELs) allows the determination of parameters, such as the wavelength of the emitted …

The space charge limited current (SCLC) has been studied since more than a century ago,
and up to now, it remains a hot topic playing a key role in charge transport in microelectronic …

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 photon counting is an important task in quantum optics and photonic quantum
information. The simplest photon counter found in the literature is a multi-photon number …

In this paper, we study a two-parameter family of Stieltjes transformations related to
holomorphic Lambert–Tsallis functions, which are a two-parameter generalization of the …

In this work we propose a new algorithm that decreases the error rate of the key distribution
protocol that uses a pulsar as source of randomness. In the core of the proposed algorithm is …