Anomalous electronic structure and magnetoresistance in TaAs$_2$
Yongkang Luo, R. D. McDonald, P. F. S. Rosa, B. Scott, N. Wakeham, N., J. Ghimire, E. D. Bauer, J. D. Thompson, and F. Ronning

TL;DR
This paper reports the discovery of giant negative magnetoresistance in TaAs$_2$, a topological semimetal, and explores its electronic structure, challenging previous assumptions about the mechanisms behind negative magnetoresistance.
Contribution
The study identifies TaAs$_2$ as a new topological semimetal with unusual magnetoresistance, and clarifies that negative magnetoresistance can occur without Dirac/Weyl fermions, expanding understanding of topological materials.
Findings
TaAs$_2$ exhibits -98% magnetoresistance at 3 T
Density functional calculations show it is a topological semimetal without Dirac dispersion
Negative magnetoresistance is not solely due to Dirac/Weyl fermions
Abstract
The resistance of a metal in a magnetic field can be very illuminating about its ground state. Some famous examples include the integer and fractional quantum Hall effects\cite{Klitzing-QHE,Tsui-FQHE}, Shubnikov-de Haas oscillations\cite{SdH}, and weak localization\cite{Lee-WL} \emph{et al}. In non-interacting metals the resistance typically increases upon the application of a magnetic field\cite{Pippard-MR}. In contrast, in some special circumstances metals, with anisotropic Fermi surfaces\cite{Kikugawa-PdCoO2LMR} or a so-called Weyl semimetal for instance\cite{Nielsen-ABJ,Son-ChirAnom}, may have negative magnetoresistance. Here we show that semimetallic TaAs possesses a gigantic negative magnetoresistance (98\% in a field of 3 T at low temperatures), with an unknown mechanism. Density functional calculations illustrate that TaAs is a new topological semimetal…
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