. . "101229" . "15310" . . . "5" . "Quantum interference of photons in simple networks" . . "RIV/61989592:15310/13:33145837" . "[1474952A9A82]" . "Hipp, F." . . . . "Quantum Information Processing" . "US - Spojen\u00E9 st\u00E1ty americk\u00E9" . . "RIV/61989592:15310/13:33145837!RIV14-MSM-15310___" . . "10.1007/s11128-012-0479-3" . . "Peev, M." . . . . "S" . "Quantum interference of photons in simple networks" . . . . . . . . "Quantum interference of photons in simple networks"@en . . "A theoretical investigation of quantum interference of photonic multistates in simple devices like beam splitters, Mach-Zehnder interferometers and double-loop devices are presented. Variable transmission and reflection coefficients as well as variable phase shifts are included in order to calculate quantum states and mean photon numbers at the outputs. Various input states like Fock states and coherent states and a combination of both are considered as well as squeezed states. Two methods are applied: The direct matrix method and the method of unitary representation. Remarkable results appear in a double-loop interferometer where for special phase shifts equal mean photon numbers in the three output ports are obtained provided certain input states are given. A computerized simulation of general networks using various input Fock states is presented. Multistate devices will be used in future linear quantum computation and quantum information processing schemes." . "Quantum interference of photons in simple networks"@en . "1"^^ . . "Pacher, C." . "30"^^ . "12" . . "A theoretical investigation of quantum interference of photonic multistates in simple devices like beam splitters, Mach-Zehnder interferometers and double-loop devices are presented. Variable transmission and reflection coefficients as well as variable phase shifts are included in order to calculate quantum states and mean photon numbers at the outputs. Various input states like Fock states and coherent states and a combination of both are considered as well as squeezed states. Two methods are applied: The direct matrix method and the method of unitary representation. Remarkable results appear in a double-loop interferometer where for special phase shifts equal mean photon numbers in the three output ports are obtained provided certain input states are given. A computerized simulation of general networks using various input Fock states is presented. Multistate devices will be used in future linear quantum computation and quantum information processing schemes."@en . . "light; entanglement; generation; linear optics; squeezed states; Twin beam state , Mach-Zehnder interferometer; Squeezed states; Unitary operation; Double-loop interferometer; Quantum interference; Entanglement; Mach-Zehnder; Coherent state; Fock state"@en . "000316747300007" . "Suda, M." . . "1570-0755" . "5"^^ . . "Du\u0161ek, Miloslav" .