# Baryons in a soft-wall AdS-Schwarzschild approach at low temperature

## TL;DR

This paper extends a soft-wall AdS-Schwarzschild model to include baryons and other half-integer spin states, providing analytical insights into their temperature-dependent properties.

## Contribution

It introduces a formalism for modeling baryons and similar states at low temperatures within the soft-wall AdS-Schwarzschild framework, including analytical results.

## Key findings

- Analytical temperature dependence of baryon masses
- Extension of the model to half-integer spin states
- Predictions for form factors at finite temperature

## Abstract

Recently we derived a soft-wall AdS-Schwarzschild approach at small temperatures for the description of hadrons with integer spin and adjustable number of constituents (mesons, tetraquarks, dibaryons, etc.). In the present paper we extend our formalism to states with half-integer spin (baryons, pentaquarks, etc.), presenting analytical results for the temperature dependence of their masses and form factors.