Given a logit-scaled simplex point \(y\), this function draws a new logit-scaled simplex point. For a specified element, \(i\), a new point is drawn with Gaussian standard deviation \(h\). Then all other elements are rescaled such that they remain on the simplex. The returned value also includes a detailed balance term, dbt, as an attribute.
Usage
PropStep(y, i, h)
Arguments
y
Vector of simplex points on the logit scale
i
Index value for the coordinate in the simplex point vector that should be modified initially
h
Gaussian standard deviation for the proposal distribution