Determines the emission, absorption, and P Cygni line profiles arising from winds, outflows, and bubbles under the Sobolev approximation following ( Flury 2025). Can be used for modeling observed spectral features or for predictive purposes.
Characterizes the orthogonal dispersion in two-dimensional data sets using a combination of minimum Euclidean distance and principal component analysis. Includes error propagation.
Computes heating and cooling rates of H II regions and the temperature solution for thermal balance under a variety of conditions. Includes new, state-of-the-art cooling functions for equilibrium and non-equilibrium scenarios.
Calculates the non-parameteric correlation coefficient Kendall's tau, accounting for censoring (upper limits). Also includes assessment of effects of outliers and uncertainties on the correlation estimator by bootstrapping and Monte Carlo simulation.
Predicts Lyman continuum (LyC) luminosity or escape fraction using various multivariate survival analysis techniques, accounting for upper limits on LyC in cases of non-detections. Reference data set is the set of z~0.3 galaxies from the combined Low-redshift Lyman Continuum Survey ( LzLCS; Flury et al. 2022a).
Calculates and evaluates non-parametric survival functions for data with censoring (lower/upper limits) to determine if a measurement is consistent with a reference population / data set. Includes censored KS-style tests.
Handles robust statistics of low count sources, including detection probabilities, confidence intervals, and sampling of the highly non-Gaussian probability distributions in cases where count signals are exceptionally faint.
Solves for the "true" histogram or population fraction (ratio of a subset to the total distribution) for a dataset by accounting for uncertainties in the data. Each histogram bin is therefore treated as a Poisson binomial variate.