The measurement outcomes of two incompatible observables on a particle can be precisely
predicted when it is maximally entangled with a quantum memory. In this work, we explore …

In this work, we investigate the quantum-memory-assisted entropic uncertainty relation in a
two-qubit Heisenberg XX model with inhomogeneous magnetic field. It has been found that …

We present the results of an operational use of experimentally measured optical tomograms
to determine state characteristics (purity) avoiding any reconstruction of quasiprobabilities …

Explicit expressions for most interesting quantum observable operators in optical
tomography representation are found. A general formalism of the symbols of the operators is …

In this paper, we explore the dynamic behaviors of entropic uncertainty relation in a two-
qutrit system which is in the presence of external magnetic field and Dzyaloshinskii–Moriya …

We consider optical tomography of photon Fock state superpositions (FSS) in connection
with recent experimental achievements. The emphasis is put on the fact that it suffices to …

We theoretically study the optical tomograms of maximally entangled states generated at the
output modes of a beam splitter. We consider even and odd coherent states in one of the …

Explicit expressions for optical tomograms of photon-added coherent states, even and odd
photon-added coherent states, and photon-added thermal states are given in terms of …

The Wigner and tomographic representations of thermal Gibbs states for one-and two-mode
quantum systems described by a quadratic Hamiltonian are obtained. This is done by using …

The tomographic approach to identify quantum states with fair probability distributions as
alternatives to wave functions or density operators is reviewed. The tomographic-probability …