Separability and Entanglement of the Qudit X-State with j = 3/2
- 49 Downloads
We study the qudit state with spin j = 3/2 and the density matrix of the form corresponding to the X state of two qubits and consider the entanglement and separability properties. We use the qubit portrait of qudit states to obtain the entropic inequalities for the entangled state of a single qudit. We present the tomographic-probability representation of the qudit X-state and obtain the Shannon and q entropic characteristics in explicit forms.
Keywordsseparability entanglement entropic inequalities X-state tomographic probability single qudit
Unable to display preview. Download preview PDF.