Table 2
Description of the population models available.
| Models considered | |
|---|---|
| Merger rate models | |
| Model | Parameters |
| Redshift-independent: | R0, γ = 0,κ = 0, zp = 0 |
| Redshift-dependent: | R0,γ, κ, zp |
| Mass models | |
| Model | Parameters |
| Truncated power law: | α,β, Mmin, Mmax |
| Broken power law: | α, α2, β, Mmin, Mmax, δm, b |
| Power law + Gaussian: | α, β, Mmin, Mmax, δm, µg, σg, λg |
| Multi-peak: | α, β, Mmin, Mmax, δm, µg, σg, λg, µg,low, σg,low, λg,low |
| Redshift-dependent: | All parameters of each model from above + one ϵ for each parameter. |
| Spin models | |
| Model | Parameters |
| Uniform: | – |
| Gaussian: | χ0, σ0 |
| Heavy-mass: | mth |
| Correlated: | αs,βs,µχ,0,σχ,0 |
| Time delay model | |
| Model | Parameters |
| Time-delay: | R0, J = 2.7, κ = 2.9, zp = 1.9, α,β, Mmin, Mmax, δm, MPISN(Z*), σg, λg, d,  , αZ, γZ |
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