Observation of a Multimode Displaced Squeezed State in High-Harmonic Generation
David Theidel, Viviane Cotte, Philip Heinzel, Houssna Griguer, Mateusz Weis, Ren\'e Sondenheimer, Hamed Merdji

TL;DR
This paper demonstrates the generation of multimode displaced squeezed states in high-harmonic generation within semiconductors, revealing their quantum properties and potential for quantum technology applications.
Contribution
It provides the first detailed mode structure analysis of high harmonic generation states, showing their near single-mode nature and non-classicality at room temperature.
Findings
High harmonic generation produces nearly single-mode squeezed states.
Measured correlations violate classical inequalities, confirming non-classicality.
Mode structure depends on laser intensity, enabling control of quantum properties.
Abstract
High harmonic generation is a resource of extremely broad frequency combs of ultrashort light pulses. The non-classical nature of this new quantum source has been recently evidenced in semiconductors by showing that high harmonic generation generates multimode squeezed states of light. Applications in quantum information science require the knowledge of the mode structure of the created states, defining how the quantum properties distribute over the spectral modes. To achieve that, an effective Schmidt decomposition of the reduced photonic state is performed on a tripartite harmonic set by simultaneously measuring the second- and third-order intensity correlation function. The Schmidt number is estimated which indicates an almost single-mode structure for each harmonic, a useful resource in quantum technology. By modelling our data with a displaced squeezed state, we retrieve the…
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Taxonomy
TopicsLaser-Matter Interactions and Applications · Advanced Fiber Laser Technologies · Solid State Laser Technologies
