A. Minelli

activity

20192026

most citedLattice dynamics and phase stability of rhombohedral antimony under high pressure

10 citations · 22 across the 7 of their papers we have counts for

collaborators

Showing cond-mat.str-elShow all

3 papers · 1 filter

cond-mat.str-el2026

Atomic structure and formation mechanism of a newly discovered charge density wave in the m=2 monophosphate tungsten bronze

Arianna Minelli, Elen Duverger-Nedellec, Olivier Perez +6

The $m$ =2 member of the monophosphate tungsten bronze family has been considered the only one in the family without an electronic instability at low temperature. In this paper, we…

cond-mat.str-el2022★ 5 cited

Structural Evolution and Onset of the Density Wave Transition in the CDW Superconductor LaPt $_{2}$ Si $_{2}$ Clarified with Synchrotron XRD

Elisabetta Nocerino, Irene San Lorenzo, Konstantinos Papadopulos +11

The quasi-2D Pt-based rare earth intermetallic material LaPt $_{2}$ Si $_{2}$ has attracted attention as it exhibits strong interplay between charge density wave (CDW) and and superconduc…

cond-mat.str-el2020★ 1 cited

Weak localization competes with the quantum oscillations in a natural electronic superlattice: the case of Na $_{1.5}$ (PO $_{2}$ ) $_{4}$ (WO $_{3}$ ) $_{20}$

Kamil K. Kolincio, Olivier Pérez, Enric Canadell +5

We report an investigation of the combined structural and electronic properties of the bronze Na $_{1.5}$ (PO $_{2}$ ) $_{4}$ (WO $_{3}$ ) $_{20}$ . Its low dimensional structure and possibl…

Atomic structure and formation mechanism of a newly discovered charge density wave in the m=2 monophosphate tungsten bronze

Structural Evolution and Onset of the Density Wave Transition in the CDW Superconductor LaPt2​Si2​ Clarified with Synchrotron XRD

Weak localization competes with the quantum oscillations in a natural electronic superlattice: the case of Na1.5​(PO2​)4​(WO3​)20​

Structural Evolution and Onset of the Density Wave Transition in the CDW Superconductor LaPt $_{2}$ Si $_{2}$ Clarified with Synchrotron XRD

Weak localization competes with the quantum oscillations in a natural electronic superlattice: the case of Na $_{1.5}$ (PO $_{2}$ ) $_{4}$ (WO $_{3}$ ) $_{20}$