Search Results - "Voit, J."

Dynamical correlation functions of one-dimensional superconductors and Peierls and Mott insulators by VOIT, J

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Electronic Structure of Solids with Competing Periodic Potentials by Voit, J., Perfetti, L., Zwick, F., Berger, H., Margaritondo, G., Grüner, G., Höchst, H., Grioni, M.

“…When electrons are subject to a potential with two incommensurate periods, translational invariance is lost, and no periodic band structure is expected…”
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Band Mapping and Quasiparticle Suppression in the One-Dimensional Organic Conductor TTF-TCNQ by Zwick, F., Jérome, D., Margaritondo, G., Onellion, M., Voit, J., Grioni, M.

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Absence of Quasiparticles in the Photoemission Spectra of Quasi-one-dimensional Bechgaard Salts by Zwick, F., Brown, S., Margaritondo, G., Merlic, C., Onellion, M., Voit, J., Grioni, M.

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Phase diagram of an asymmetric spin ladder by Chen, S, Büttner, H, Voit, J

“…We investigate an asymmetric zigzag spin ladder with different exchange integrals on both legs using bosonization and renormalization group approaches. When…”
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Exact boundary critical exponents and tunneling effects in integrable models for quantum wires by Wang, Y, Voit, J, Pu, FC

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Dynamical properties of the one-dimensional band insulator (NbSe4)3I by Vescoli, V, V, Zwick, F, Voit, J, Berger, H, Zacchigna, M, Degiorgi, L, Grioni, M, Gruner, G

“…Optical and photoemission experiments reveal unexpected spectral signatures of one-dimensional band insulators. In the model compound (NbSe (4))3I the optical…”
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Implementing an Online Virtual Falls Prevention Intervention During a Public Health Pandemic for Older Adults with Mild Cognitive Impairment: A Feasibility Trial by Li, Fuzhong, Harmer, Peter, Voit, Jan, Chou, Li-Shan

“…This study evaluates the feasibility of delivering a virtual (online) falls prevention intervention for older adults with mild cognitive impairment (MCI)…”
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Evidence for strong correlations in a 1D Peierls system by Grioni, M., Perfetti, L., Berger, H., Voit, J., Hoechst, H.

“…New temperature-dependent angle resolved photoemission (ARPES) data on the quasi-one-dimensional Peierls compound (TaSe4)2I suggest a new interpretation of the…”
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The spectroscopic properties of 1D Peierls systems by Grioni, M., Perfetti, L., Rojas, C., Berger, H., Margaritondo, G., Voit, J., Hoechst, H.

“…We have studied by high resolution ARPES the spectroscopic properties of the prototype charge density wave system (TaSe 4) 2I and of the closely related…”
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From Brownian motion to operational risk: Statistical physics and financial markets by Voit, Johannes

“…High-frequency returns of the DAX German blue chip stock index are used to test geometric Brownian motion, the standard model for financial time series. Even…”
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Charge-spin separation and the spectral properties of Luttinger liquids by VOIT, J

“…We compute the spectral function [rho]([ital q],[omega]) of the one-dimensional Luttinger model. Charge-spin separation gives spectral weight at frequencies…”
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Field-theoretical approach to the dynamical many-polaron system in one spatial dimension by Voit, J, Schulz, HJ

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Supporting Vicarious Learning With Collaborative Lessons Learned Programs by Voit, J.R., Drury, C.G.

“…Vicarious learning allows an observer to improve his decision making and modify his actions through observing others' past actions and resulting consequences…”
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Chen, Büttner, and Voit Reply by Chen, Shu, Büttner, H., Voit, J.

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Electron-phonon interaction and phonon dynamics in one-dimensional conductors by VOIT, J, SCHULZ, H. J

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A New Technique for the Characterization of Cesium Beam Tube Performance by Hurrell, J.P., Johnson, W.A., Karuza, S.K., Voit, F.J.

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Electron-phonon interaction and phonon dynamics in one-dimensional conductors: spinless fermions by VOIT, J, SCHULZ, H. J

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Spectral properties of nearly free and strongly correlated one-dimensional electrons by Voit, Johannes

“…One-dimensional metals are described as Luttinger liquids. Their spectral properties are characterized by at least three dispersing features: charge and spin…”
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An Exactly Solvable Kondo Problem for Interacting One-Dimensional Fermions by Wang, Y, Voit, J

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