High-harmonic emission in solids is made programmable by tuning effective nonlinear order and intrinsic emission phase within a photon-pathway framework, unifying modulation types across materials.
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UNVERDICTED 5representative citing papers
An extension to the quantum regression theorem is derived via projection operators for variational polaron master equations, enabling accurate multi-time correlation functions in strongly coupled spin-boson models with memory effects.
Reservoir engineering modifies the susceptibility of a weakly driven two-level medium to control transmission modulation and angular selectivity in electromagnetically induced gratings.
Fractional time Schrödinger equations applied to the time-dependent Jaynes-Cummings model introduce non-Markovian memory that damps oscillations, controls entanglement, and preserves non-periodic dynamics under sinusoidal coupling.
FPGA feedforward system with high-efficiency homodyne detector achieves 196 ns total latency and >95% quantum efficiency for real-time CV MB-QIP.
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Programmable high-harmonic emission in solids through photon pathways
High-harmonic emission in solids is made programmable by tuning effective nonlinear order and intrinsic emission phase within a photon-pathway framework, unifying modulation types across materials.
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Beyond the Quantum Regression Theorem in Variational Polaron Master Equations with Low-Dimensional Baths
An extension to the quantum regression theorem is derived via projection operators for variational polaron master equations, enabling accurate multi-time correlation functions in strongly coupled spin-boson models with memory effects.
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Reservoir-controlled electromagnetically induced gratings in a weakly driven two-level medium
Reservoir engineering modifies the susceptibility of a weakly driven two-level medium to control transmission modulation and angular selectivity in electromagnetically induced gratings.
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Non-Markovian Light-Matter Dynamics in the Time Fractional Jaynes-Cummings Model with Modulated Coupling
Fractional time Schrödinger equations applied to the time-dependent Jaynes-Cummings model introduce non-Markovian memory that damps oscillations, controls entanglement, and preserves non-periodic dynamics under sinusoidal coupling.
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FPGA Based Feedforward System for Photonic Quantum Computing Applications
FPGA feedforward system with high-efficiency homodyne detector achieves 196 ns total latency and >95% quantum efficiency for real-time CV MB-QIP.