dlg_marginal: Marginal density estimation

In lg: Locally Gaussian Distributions: Estimation and Methods

Description

Function that estimates a univariate density estimation by local Gaussian approximations, as described in Hufthammer and Tjøstheim (2009).

Usage

dlg_marginal(x, bw = 1, eval_points = seq(quantile(x, 0.01),
  quantile(x, 0.99), length.out = grid_size), grid_size = 15)

Arguments

x	The data vector.
bw	The bandwidth (a single number).
eval_points	The grid where we want to evaluate the density. Chosen suitably if not provided, with length equal to grid_size.
grid_size	Number of grid points if grid is not provided.

Details

This function is mainly mean to be used as a tool in multivariate analysis as away to obtain the estimate of a univariate (marginal) density function, but it can of course be used in general to estimate univariate densities.

Value

A list including the data set $x, the grid $eval_points, the bandwidth $bw, as well as a matrix of the estimated parameter estimates $par_est and the estimated bivariate density $f_est.

References

Hufthammer, Karl Ove, and Dag Tjøstheim. "Local Gaussian Likelihood and Local Gaussian Correlation" PhD Thesis of Karl Ove Hufthammer, University of Bergen, 2009.

Examples

  x <- rnorm(100)
  estimate <- dlg_marginal(x, bw = 1, eval_points = -4:4)

lg documentation built on Dec. 5, 2019, 5:13 p.m.