RT Dissertation/Thesis
T1 Universal relations for bosonic stars
A1 Castelo Mourelle, Jorge
K1 bosonic star
K1 neutron star
K1 black hole
K1 universal relation
K1 multipole
K1 vectorial
AB This thesis studies different types of compact objects in General Relativity, focusing on universality in scalar and vector boson stars, including Proca and Proca-Higgs stars, as well as mixed boson-fermion systems. The goal is to understand their universal behavior, potential applications, and observational characteristics important for astrophysics and gravitational wave studies. The research looks at both nonrotating and rotating versions of these stars, using mass-radius and mass-frequency curves to explain their properties. It covers neutron stars, scalar and vector boson stars, and mixed neutron-scalar boson stars, with a focus on new solutions, especially for rotating stars. The study uses mathematical techniques like multipolar expansion to analyze the structure and properties of these stars, adapting methods such as Geroch-Hansen’s.
YR 2025
FD 2025
LK https://hdl.handle.net/10347/39867
UL https://hdl.handle.net/10347/39867
LA eng
DS Minerva
RD 28 abr 2026