Publications by authors named "L Rutkowski"

The amplitude modulation of a pump field and the phase-sensitive detection of a pump-induced intensity change of a probe field encompass a common practice in nonlinear spectroscopies to enhance the detection sensitivity. A drawback of this approach arises when the modulation frequency is comparable to the width of the spectral feature of interest, since the presence of sidebands in the amplitude-modulated pump field provides distortion to the observed spectral lineshape. This represents a problem when accurate measurements of spectral lineshapes and line positions are pursued, as recently happened in our group with the metrology of the Q(1) line in the 1-0 band of molecular hydrogen.

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Article Synopsis
  • Researchers utilized optical-optical double-resonance spectroscopy with a continuous wave (CW) pump and a frequency comb probe to measure methane energy levels in the upper triacontad polyad (P6), achieving higher rotational quantum numbers than before.
  • They locked a high-power CW optical parametric oscillator to specific transitions in the ν3 band, probing ladder-type transitions and reporting 118 probe transitions with high precision, achieving uncertainties as low as 300 kHz.
  • The study represents the first experimental verification of theoretical predictions for hot-band transitions in methane, showing improved agreement with a new effective Hamiltonian compared to existing databases like TheoReTS/HITEMP and ExoMol.
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Many machine learning problems can be formulated as non-convex multi-player games. Due to non-convexity, it is challenging to obtain the existence condition of the global Nash equilibrium (NE) and design theoretically guaranteed algorithms. This paper studies a class of non-convex multi-player games, where players' payoff functions consist of canonical functions and quadratic operators.

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Malware propagation can be fatal to cyber-physical systems. How to detect and prevent the spatiotemporal evolution of malware is the major challenge we are facing now. This paper is concerned with the control of Turing patterns arising in a malware propagation model depicted by partial differential equations for the first time.

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