Speaker
Description
In quantum systems composed of at least two subsystems, entanglement induces correlations between the properties of the subsystems that cannot be reproduced in classical physics. These strong correlations are used as a resource for many innovative applications of Quantum Physics, such as quantum computation and quantum communication.
One operationally meaningful way to characterise this resource is to study the transformations of entangled states that can be achieved using Local Operations assisted with Classical Communication (LOCC). Although it is known that an entangled state can rarely be converted into another one using only LOCC, we show in this talk that combining the resource of several entangled states allows to achieve more local transformations of entangled states.
