Non - Topological Solitons in a Non-minimally Coupled Scalar Field Induced Gravity Theory

TL;DR

This paper investigates soliton star configurations in non-minimally coupled scalar-field-induced gravity theories, focusing on solutions with vanishing effective gravity inside, which could emerge from phase transitions.

Contribution

It introduces and analyzes soliton star solutions with unique interior properties in a non-minimal scalar gravity framework, highlighting novel gravitational behaviors.

Findings

Identification of soliton star solutions with zero effective gravity interior

Analysis of phase transition effects on soliton configurations

Potential implications for gravitational theory and astrophysics

Abstract

Properties of soliton stars that could be expected to naturally arise out of a first order phase transition in non-minimally coupled scalar-field-induced gravity theories are investigated. Of particular interest are configurations, similar to Lee-Wick stars, with vanishing effective gravitational constant in the interiors.