H^{2}\
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Comprehensive Ab Initio Quantum Computations of CO$_{\rm 2}$-H$_{\rm 2}$ and CO$_{\rm 2}$-He Collisional Properties
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$H_2$ optimal model reduction of linear systems with multiple quadratic outputs
Announce Type: replace Abstract: In this work, we consider the $H_2$ optimal model reduction of dynamical systems that are linear in the state equation and up to quadratic nonlinearity in the output equation. As our primary theoretical contributions, we derive gradients of the squared $H_2$ system error with respect to the reduced model quantities and, from the stationary points of these gradients, introduce Gramian-based first-order necessary conditions for the $H_2$ optimal approximation...
$\mathcal{H}_2$-optimal model reduction of linear quadratic-output systems by multivariate rational interpolation
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Valence Ionization Of Water Clusters Formed Inside Helium Nanodroplets
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Collisional excitation of H$_2$CO by He: Experimental validation of state-of-the-art scattering calculations
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Spin dynamics and ortho-para conversion in H$_{2}$O at the gas-ice phase transition in external magnetic fields
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Late-Time Cosmology and Structure Formation in Quadratic $f(Q)$ Gravity
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A first-in-class pulsatile FXR agonist for bile-acid-related liver diseases
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Expressibility, Noise, and Error Mitigation in VQE Ansatz Selection
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