Abstract
The extreme environment within neutron stars presents the opportunity to probe the nuclear equation of state at high densities and study the nature of stellar remnants near 1 solar mass. Parameter inference for the equation of state has received abundant attention in previous studies, but only a fraction of those have employed nontrivial population models in their priors. In this work, we introduce an upgrade to the generalized version of the popular RIFT algorithm known as HyperPipe, enabling the inclusion of flexible, user-provided priors within preexisting likelihood marginalization scripts that will facilitate joint inference of the equation of state and binary neutron star population hyperparameters. We demonstrate the utility of this pipeline framework with a comprehensive test involving data from double neutron star systems, massive galactic pulsars, isolated X-ray pulsars, and gravitational wave events, utilizing a truncated bivariate normal distribution as our population prior model. We assess the outcome of this inference and provide comparisons with previous results. iii
Publication Date
8-2026
Document Type
Thesis
Student Type
Graduate
Degree Name
Physics (MS)
Department, Program, or Center
Physics and Astronomy, School of
College
College of Science
Advisor
Richard O’Shaughnessy
Advisor/Committee Member
Yosef Zlochower
Advisor/Committee Member
Joshua Faber
Recommended Citation
Ebiri, Marc, "A HyperPipeline for Joint Inference of the Equation of State and Population of Binary Neutron Stars" (2026). Thesis. Rochester Institute of Technology. Accessed from
https://repository.rit.edu/theses/12735
Campus
RIT – Main Campus
