We formulate the tripartite entropic uncertainty relation and predict its lower bound in a three-
qubit Heisenberg XXZ spin chain when measuring an arbitrary pair of incompatible …

The uncertainty principle limits our capability to accurately predict the measurement result of
two incompatible observables. The tripartite entropic uncertainty bound can be improved by …

The uncertainty principle provides a nontrivial bound to expose the precision for the
outcome of the measurement on a pair of incompatible observables in a quantum system …

Considering one of the particles as a quantum memory in a bipartite system can remarkably
improve the measurement accuracy for two incompatible observables. Herein, we study …

By assuming a general pure state and a mixed Werner state as two initial states, we
investigate the time evolution of entropic uncertainty bound in the presence of quantum …

The uncertainty principle is recognized as an elementary ingredient of quantum theory and
sets up a significant bound to predict outcome of measurement for a couple of incompatible …

The uncertainty principle is known as a foundational element of quantum theory, providing a
striking lower bound to quantify our prediction for the measured result of two incompatible …

The uncertainty principle configures a low bound to the measuring precision for a pair of non-
commuting observables, and hence is considerably nontrivial to quantum precision …

The uncertainty principle determines the distinction between the classical and the quantum
world. This principle states that it is not possible to measure two incompatible observables …

The uncertainty relations build an intrinsic lower bound to the measurement precision for
arbitrary two incompatible observables and hence deemed as a backbone in quantum …