Boosted linear-optical measurements on single-rail qubits with unentangled ancillas

📅 2026-03-17
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This work addresses the challenge of performing efficient arbitrary measurements on single-rail qubits in the XY Bloch plane, which is hindered by the absence of strong nonlinear interactions and traditionally limited to a success probability of 1/2. The authors propose a purely linear-optical scheme that combines an unentangled ancillary single-rail qubit, an eight-port interferometer, and single-photon detection to construct a programmable measurement device. This approach surpasses the theoretical 1/2 success probability bound, achieving a record success rate of 147/256 (approximately 57.4%) for arbitrary XY-plane measurements—without requiring any entanglement resources. The result represents a significant advancement in the measurement capabilities of single-rail photonic qubits.

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📝 Abstract
Any quantum state of the radiation field, sliced in small non-overlapping space-time bins is a collection of single-rail qubits, each spanning the vacuum and single-photon Fock state of a mode. Quantum logic on these qubits would enable arbitrary measurements on information-bearing light, but is hard due to the lack of strong nonlinearities. With unentangled ancilla single-rail qubits, an $8$-port interferometer and photon detection, we show any single-rail qubit measurement in the $XY$ Bloch plane is realizable with success probability $147/256$, which beats the prior-known $1/2$ limit.
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single-rail qubits
quantum measurement
linear optics
photon detection
quantum information
Innovation

Methods, ideas, or system contributions that make the work stand out.

single-rail qubits
linear optics
unentangled ancillas
quantum measurement
interferometry
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A
Aqil Sajjad
College of Optical Sciences, University of Arizona, Tucson AZ 85721; Department of Electrical and Computer Engineering, University of Maryland, College Park MD 20742
I
Isack Padilla
College of Optical Sciences, University of Arizona, Tucson AZ 85721
Saikat Guha
Saikat Guha
Clark Distinguished Chair Professor of Electrical and Computer Engineering, University of Maryland
Quantum information theoryquantum opticsquantum networks