Results 161 to 170 of about 12,584,112 (314)
Hypoellipticity on the Heisenberg Group-Representation-Theoretic Criteria [PDF]
Charles Rockland
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Nuclear Physics in the Era of Quantum Computing and Quantum Machine Learning
The use of QML in the realm of nuclear physics at low energy is almost nonexistent. Three examples of the use of quantum computing and quantum machine in nuclear physics are presented: the determination of the phase/shape in nuclear models, the calculation of the ground state energy, and the identification of particles in nuclear physics experiments ...
José‐Enrique García‐Ramos+4 more
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Regularity for variational problems in the Heisenberg group [PDF]
We study the regularity of minima of scalar variational integrals of $p$-growth, $1
A Plancherel measure for the discrete Heisenberg group [PDF]
Tadeusz Pytlik
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Reproducing the Effects of Quantum Deformation in the Undeformed Jaynes‐Cummings Model
The inverse problem approach, where atomic probabilities are modulated according to a time‐dependent coupling, is studied for the Jaynes‐Cummings (JC) model. In particular, emphasis is placed on how to reproduce the effects of quantum deformation in a non‐deformed JC model.
Thiago T. Tsutsui+2 more
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Geometry of left invariant Randers metric on the Heisenberg group [PDF]
In this paper, we investigate the geometry of left-invariant Randers metrics on the Heisenberg group.
arxiv
Crossing and Anticrossing of Exchange‐Coupled Molecular Spin Excitation Energy Levels
Orientation matters: The excitation energy levels of exchange‐coupled spins of two nickelocene molecules anchored to superconducting electrodes are explored via inelastic electron tunneling spectroscopy. Depending on the tilt angle of the single‐molecule magnetic probe the levels cross or exhibit avoided crossing. Abstract The superconducting Pb tip of
Lorenz Meyer+4 more
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A kinematic model of stick‐insect walking
Animal, and insect walking (locomotion) in particular, have attracted much attention from scientists over many years up to now. The investigations included behavioral, electrophysiological experiments, as well as modeling studies.
Tibor I. Tóth, Silvia Daun
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Hardy’s inequalities for the twisted convolution with Laguerre functions
In this article, two types of Hardy’s inequalities for the twisted convolution with Laguerre functions are studied. The proofs are mainly based on an estimate for the Heisenberg left-invariant vectors of the special Hermite functions deduced by the ...
Jinsen Xiao, Jianxun He
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By controlling the Cr intercalant (δ) in Cr1+δTe2, the topological Hall effect (THE) amplitude (ρTHEpeak$\rho_{\text{THE}}^{\text{peak}}$) and Dzyaloshinskii–Moriya interaction strength can be tuned, revealing a strong correlation between them. Moreover, the largest ρTHEpeak$\rho_{\text{THE}}^{\text{peak}}$ of 2.75 μΩ⋅cm$2.75 \text{ &amp ...
Seungwon Rho+6 more
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