作者:
D. ChalkiadakisJ. HizanidisDepartment of Physics
University of Crete 71003 Herakleio Greece and Institute of Applied and Computational Mathematics Foundation for Research and Technology-Hellas 70013 Herakleio Greece
Neuromorphic computing exploits the dynamical analogy between many physical systems and neuron biophysics. Superconductor systems, in particular, are excellent candidates for neuromorphic devices due to their capacity...
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Neuromorphic computing exploits the dynamical analogy between many physical systems and neuron biophysics. Superconductor systems, in particular, are excellent candidates for neuromorphic devices due to their capacity to operate at great speeds and with low energy dissipation compared to their silicon counterparts. In this paper, we revisit a prior work on Josephson Junction-based neurons to identify the exact dynamical mechanisms underlying the system's neuronlike properties and reveal complex behaviors which are relevant for neurocomputation and the design of superconducting neuromorphic devices. Our paper lies at the intersection of superconducting physics and theoretical neuroscience, both viewed under a common framework—that of nonlinear dynamics theory.
Green's functions of fermions are described by matrix-valued Herglotz-Nevanlinna functions. Since analytic continuation is fundamentally an ill-posed problem, the causal space described by the matrix-valued Herglo...
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Green's functions of fermions are described by matrix-valued Herglotz-Nevanlinna functions. Since analytic continuation is fundamentally an ill-posed problem, the causal space described by the matrix-valued Herglotz-Nevanlinna structure can be instrumental in improving the accuracy and in enhancing the robustness with respect to noise. We demonstrate a three-pronged procedure for robust analytic continuation called PES: (1) projection of data to the causal space; (2) estimation of pole locations; and (3) semidefinite relaxation within the causal space. We compare the performance of PES with the recently developed Nevanlinna and Carathéodory continuation methods and find that PES is more robust in the presence of noise and does not require the usage of extended precision arithmetics. We also demonstrate that a causal projection improves the performance of the Nevanlinna and Carathéodory methods. The PES method is generalized to bosonic response functions, for which the Nevanlinna and Carathéodory continuation methods have not yet been developed. It is particularly useful for studying spectra with sharp features, as they occur in the study of molecules and band structures in solids.
The transport of sub-picosecond laser-driven fast electrons in nanopore array targets is *** to the generation of micro-structured magnetic fields,most fast electron beams are proven to be effectively guided and restr...
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The transport of sub-picosecond laser-driven fast electrons in nanopore array targets is *** to the generation of micro-structured magnetic fields,most fast electron beams are proven to be effectively guided and restricted during the *** transport patterns of fast electrons in the targets are observed in experiments and reproduced by particle-in-cell simulations,representing two components:initially collimated low-energy electrons in the center and high-energy scattering electrons turning into surrounding annular *** critical energy for confined electrons is deduced *** electron guidance and confinement by the nano-structured targets offer a technological approach to manipulate and optimize the fast electron transport by properly modulating pulse parameters and target design,showing great potential in many applications including ion acceleration,microfocus x-ray sources and inertial confinement fusion.
Machine learning approaches have recently emerged as powerful tools to probe structure-property relationships in crystals and molecules. Specifically, Machine learning interatomic potentials (MLIP) can accurately repr...
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Basic recursive summation and common dot product algorithm have a backward error bound that grows linearly with the vector dimension. Blanchard [1] proposed a class of fast and accurate summation and dot product algor...
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We investigate the above-threshold multiphoton ionization of H2 embedded in superfluid He nanodroplets driven by ultraviolet femtosecond laser pulses. We find that the surrounding He atoms enhance the dissociation of ...
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We investigate the above-threshold multiphoton ionization of H2 embedded in superfluid He nanodroplets driven by ultraviolet femtosecond laser pulses. We find that the surrounding He atoms enhance the dissociation of in-droplet H2+ from lower vibrational states as compared to that of isolated gas-phase molecules. As a result, the discrete peaks in the photoelectron energy spectrum correlated with the HHe+ from the dissociative in-droplet molecule shift to higher energies. Based on the electron-nuclear correlation, the photoelectrons with higher energies are correlated to the nuclei of the low-vibrationally excited molecular ion as the nuclei share less photon energy. Our time-dependent nuclear wave packet quantum simulation using a simplified He−H2+ system confirms the joint contribution of the driving laser field and the neighboring He atoms to the dissociation dynamics of the solute molecular ion. The results strengthen our understanding of the role of the environment on light-induced ultrafast dynamics of molecules.
We investigate the intermolecular nonradiative charge transfer process in a double hydrogen-bonded formic acid (FA) dimer, initiated by electron-collision induced double ionization of one FA molecule. Through fragment...
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We investigate the intermolecular nonradiative charge transfer process in a double hydrogen-bonded formic acid (FA) dimer, initiated by electron-collision induced double ionization of one FA molecule. Through fragment ions and electron coincident momentum measurements and ab initio calculations, we obtain direct evidence that electron transfer from the neighboring FA molecule to fill one of the two vacancies occurs by a potential energy curve crossing of FA+++FA with FA++FA+* curves, forming an electronic excited state of dicationic dimers. This process causes the breaking of two hydrogen bonds and subsequently the cleavage of C─H and C─O covalent bonds in the dimers, which is expected to be a general phenomenon occurring in molecular complexes and can have important implications for radiation damage to biological matter.
We prove a quantitative Roth-type theorem for polynomial corners in R2. Let P1 and P2 be two linearly independent polynomials with zero constant term. We show that any measurable subset of [0, 1]2 with positive measur...
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Cubic perovskite hydrides with the general formula of MXH3 have recently been predicted to have the potential to achieve superconductivity at ambient pressure. Here, based on first-principles calculations as well as t...
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Cubic perovskite hydrides with the general formula of MXH3 have recently been predicted to have the potential to achieve superconductivity at ambient pressure. Here, based on first-principles calculations as well as the BCS theory, we propose that replacing the Mg in KMgH3, which is an experimentally synthesized cubic perovskite hydride exhibiting insulating behavior, with Sc can give rise to a mechanically, dynamically, and kinetically stable superconductor, KScH3. Its superconducting transition temperature (Tc) is up to 40.37 K at ambient pressure. Further substitution of the K in KScH3 with Rb and Cs leads to structurally stable RbScH3 and CsScH3, with Tc's of 32.91 and 18.64 K, respectively. Electron-phonon coupling calculations reveal that the soft modes in the intermediate-frequency region associated with the vibrations of H atoms in the phonon spectra play a non-negligible role in determining the high Tc's of MScH3 (M = K, Rb, Cs). All these three perovskite hydrides are intermediate or strong BCS superconductors. Our results provide guidance for the design and study of ambient-pressure hydride superconductors and supply fundamental understanding of the superconductivity physical mechanism.
This paper focuses on the existence and multiplicity of normalized solutions for the following coupled Schrödinger system with Sobolev critical coupling term: (Formula presented) where N ≥ 3, a, b > 0, ω1, ...
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