Original title: Local Gaussian bounds on the non-destructive discrimination of two-mode squeezed states
Mi-Jung So, James Moran, Youngrong Lim, Mahn-Soo Choi +1 · September 2026
Measuring a fragile quantum system usually destroys it, changing its state forever. Researchers wanted to see if they could tell two quantum states apart without wrecking them. They studied two-mode squeezed vacuum statesQuantum states of light where two modes are entangled with reduced noise in certain properties., which are linked pairs of quantum signals. The team used local Gaussian measurementsMeasurements on separate parts using Gaussian operations common in quantum optics., which are standard, practical tools for detecting continuous signals at separate locations. They examined the trade-off between correctly guessing the state and keeping the leftover state close to the original. They built a local Gaussian protocol that performs best within the options they numerically tested. Finally, they found that sharing extra entangled pairs beforehand lets the setup beat this normal limit, balancing information gain and disturbance in continuous quantum systems.
Imagine sorting two similar juices by taste, but each sip changes the flavor. You want to know which it is without ruining it. Tasting alters it, so certainty comes with spoilage. In this paper, the juices are quantum states, tasting is measurement, and scientists find a way to taste less while guessing better, especially with a trick called entanglement.
In quantum technologies like computing or secure communication, measuring a system often ruins it. This work finds a way to get information without full destruction, making quantum devices more practical.
The abstract doesn't state all limitations, but it indicates the protocol is optimal only within the numerically explored class of local Gaussian measurements and focuses specifically on two-mode squeezed vacuum states. The extension with entanglement assumes additional resources that may not always be available.
Ask anything about this paper. Answers come from its abstract, and say so when the abstract doesn't cover your question.
Local Gaussian bounds on the non-destructive discrimination of two-mode squeezed states — Mi-Jung So, James Moran, Youngrong Lim et al.
Abstract licence: CC0
Explanation generated by Synthesis from the abstract — it is not the original paper. This is a preprint, so it hasn't necessarily been peer reviewed.