A new joint model for discrete circular and continuous linear data is built from wrapped symmetric geometric, Weibull, and trigonometric link functions, delivering closed-form joint, marginal, conditional distributions and regression moments.
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On Modeling Cylindrical Data with a Discrete Circular Component and Its Environmental Applications
A new joint model for discrete circular and continuous linear data is built from wrapped symmetric geometric, Weibull, and trigonometric link functions, delivering closed-form joint, marginal, conditional distributions and regression moments.