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		<title classid="main title" classname="main title" schemeid="dnet:dataCite_title"
			schemename="dnet:dataCite_title">Deterministic entanglement of superconducting qubits by
			parity measurement and feedback</title>
		<dateofacceptance>2013-06-17</dateofacceptance>
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		<description>  The stochastic evolution of quantum systems during measurement is arguably
			the most enigmatic feature of quantum mechanics. Measuring a quantum system
			typically steers it towards a classical state, destroying any initial quantum
			superposition and any entanglement with other quantum systems. Remarkably, the
			measurement of a shared property between non-interacting quantum systems can
			generate entanglement starting from an uncorrelated state. Of special interest
			in quantum computing is the parity measurement, which projects a register of
			quantum bits (qubits) to a state with an even or odd total number of
			excitations. Crucially, a parity meter must discern the two parities with high
			fidelity while preserving coherence between same-parity states. Despite
			numerous proposals for atomic, semiconducting, and superconducting qubits,
			realizing a parity meter creating entanglement for both even and odd
			measurement results has remained an outstanding challenge. We realize a
			time-resolved, continuous parity measurement of two superconducting qubits
			using the cavity in a 3D circuit quantum electrodynamics (cQED) architecture
			and phase-sensitive parametric amplification. Using postselection, we produce
			entanglement by parity measurement reaching 77% concurrence. Incorporating the
			parity meter in a feedback-control loop, we transform the entanglement
			generation from probabilistic to fully deterministic, achieving 66% fidelity to
			a target Bell state on demand. These realizations of a parity meter and a
			feedback-enabled deterministic measurement protocol provide key ingredients for
			active quantum error correction in the solid state.
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