High-resolution angle-resolved (ARPES) photoemission in the quasi-one dimensional (1D) Peierls systems (TaSe4)(2)I and K0.3MoO3 reveals spectral features with clear 1D character. Their dispersion and polarization dependence is consistent with open Fermi surfaces and with the symmetry properties of the lattice. However the measured spectral lineshapes are unusual in various respects, as shown also by a comparison with the quasiparticle spectra of a 'good' metal. A consistent description of the normal metallic phase and of the low-temperature insulating phases is possible within a polaronic scenario, where the carriers are strongly renormalized by the interaction with the lattice and the spectrum is largely incoherent. The quasiparticle signa...
Abstract. We investigate by means of high resolution angular resolved photoemission spectroscopy the...
We present a review of the determination of density of states (DOS) of quasicrystals using valence b...
The spectroscopy of quasi-one-dimensional (1D) systems has been a subject of strong interest since t...
High-resolution angle-resolved (ARPES) photoemission in the quasi-one dimensional (1D) Peierls syste...
High-resolution angle-resolved photoemission spectroscopy (ARPES) on the quasi-one-dimensional Peier...
New temperature-dependent angle resolved photoemission (ARPES) data on the quasi-one-dimensional Pei...
We present angular resolved photoemission data of the quasi-one-dimensional metals K0.3MoO3 and (TaS...
We have carried out high-resolution photoemission experiments on two quasi-one-dimensional compounds...
Photoemission investigations of quasi-one dimensional materials reveal the unconventional electronic...
Photoemission investigations of quasi-one dimensional materials reveal the unconventional electronic...
High resolution photoemission spectroscopy is exploited for the study of phase transitions in low-di...
The competition between different and unusual effects in quasi-one-dimensional conductors makes the ...
We used photoelectron spectroscopy (ARPES) with high energy and momentum resolution to investigate t...
[[abstract]]Angle-resolved photoemission spectra taken with high energy resolution on the one-dimens...
The materials in the scope of this dissertation belong to the domain where Peierls and Mott physics ...
Abstract. We investigate by means of high resolution angular resolved photoemission spectroscopy the...
We present a review of the determination of density of states (DOS) of quasicrystals using valence b...
The spectroscopy of quasi-one-dimensional (1D) systems has been a subject of strong interest since t...
High-resolution angle-resolved (ARPES) photoemission in the quasi-one dimensional (1D) Peierls syste...
High-resolution angle-resolved photoemission spectroscopy (ARPES) on the quasi-one-dimensional Peier...
New temperature-dependent angle resolved photoemission (ARPES) data on the quasi-one-dimensional Pei...
We present angular resolved photoemission data of the quasi-one-dimensional metals K0.3MoO3 and (TaS...
We have carried out high-resolution photoemission experiments on two quasi-one-dimensional compounds...
Photoemission investigations of quasi-one dimensional materials reveal the unconventional electronic...
Photoemission investigations of quasi-one dimensional materials reveal the unconventional electronic...
High resolution photoemission spectroscopy is exploited for the study of phase transitions in low-di...
The competition between different and unusual effects in quasi-one-dimensional conductors makes the ...
We used photoelectron spectroscopy (ARPES) with high energy and momentum resolution to investigate t...
[[abstract]]Angle-resolved photoemission spectra taken with high energy resolution on the one-dimens...
The materials in the scope of this dissertation belong to the domain where Peierls and Mott physics ...
Abstract. We investigate by means of high resolution angular resolved photoemission spectroscopy the...
We present a review of the determination of density of states (DOS) of quasicrystals using valence b...
The spectroscopy of quasi-one-dimensional (1D) systems has been a subject of strong interest since t...