Enhanced Valley Polarization via Nonlinear Cascaded Quantum-Geometric Selection Rules
Quentin Courtade, Sotirios Fragkos, Dominique Descamps, St\'ephane Petit, Yann Mairesse, Michael Sch\"uler, Samuel Beaulieu

TL;DR
This paper demonstrates a nonlinear cascaded process in transition-metal dichalcogenides that significantly enhances valley polarization, expanding quantum-geometry-based selection rules to high-lying bands for ultrafast valleytronics.
Contribution
It introduces a doubly resonant cascaded nonlinear pathway involving real intermediate states, reshaping valley optical selection rules beyond linear responses.
Findings
Enhanced high-lying valley polarization via cascaded nonlinear excitation
Reshaping of valley selection rules in the nonlinear regime
Potential applications in ultrafast valleytronics and strong-field phenomena
Abstract
The quantum geometric properties of Bloch electrons fundamentally govern light-matter interactions and optical selection rules in solids. In semiconducting transition-metal dichalcogenides, circularly polarized excitation near the band edge enables valley-selective interband transitions, providing the basis for valleytronics. While nonlinear optical protocols are being developed to manipulate and probe valley selection rules, they largely rely on band-edge transitions that proceed via virtual intermediate states. Here, we demonstrate a doubly resonant cascaded nonlinear pathway from the valence band to high-lying states, mediated by a real intermediate state whose participation substantially reshapes the valley optical selection rules. Using time- and angle-resolved extreme-ultraviolet photoemission spectroscopy in combination with a time-dependent Lindblad master-equation formalism, we…
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