# Hyperscaling violating geometry with magnetic field and DC conductivity

## TL;DR

This paper analyzes a dyonic black hole in hyperscaling violating Lifshitz theories with axion fields, calculating thermoelectric conductivity and its temperature dependence through analytical methods and boundary conditions.

## Contribution

It provides an analytical computation of thermoelectric conductivity in hyperscaling violating Lifshitz backgrounds with magnetic fields, matching near horizon results.

## Key findings

- Conductivity computed analytically matches near horizon analysis.
- Temperature dependence of conductivities characterized.
- Insights into transport properties in hyperscaling violating geometries.

## Abstract

We consider dyonic black hole in hyperscaling violating Lifshitz theories arised in a four dimensional Einstein-Maxwell-dilaton system along with axion fields. Considering the linearised equation of relevant fluctuations in metric and gauge fields, we analytically compute thermoelectric conductivity of the dual theory using Dirichlet boundary condition and find agreement with conductivities obtained in near horizon analysis. We also study temperature dependence of the conductivities.