HPR performs horseshoe process regression, as described in the article by Chase et al. (2022+). HPR is an analogue to Gaussian process regression (GPR), but intended for more abruptly-varying functions, like step functions, than can be modeled by GPR. It allows for normal, Poisson, and binomial outcome data, with a mixture of HPR and linear predictors, which can be constrained to be monotonic increasing or decreasing. For more information, see Chase et al. (2022+) and the vignette.
Package details |
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Maintainer | |
License | GPL-3 |
Version | 0.1.0 |
Package repository | View on GitHub |
Installation |
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