interaction_st_fast

Computes $g_i = exp(-alpha3 * sum_{j&lt;i} 1[ ||x_i-x_j|| &lt;= beta3 AND (t_i - t_j) &gt;= gamma3 ])$
for i = 1..n, with g_0 = exp(0) = 1.

internal

A suite of tools for estimating, assessing model fit, simulating from, and visualizing location dependent marked point processes characterized by regularity in the pattern.
You provide a reference marked point process, a set of raster images containing location specific covariates, and select the estimation algorithm and type of mark model.
'ldmppr' estimates the process and mark models and allows you to check the appropriateness of the model using a variety of diagnostic tools.
Once a satisfactory model fit is obtained, you can simulate from the model and visualize the results.
Documentation for the package 'ldmppr' is available in the form of a vignette.

Lane Drew

ldmppr

Estimate and Simulate from Location Dependent Marked Point
Processes

Andee Kaplan

interaction_st_fast function

<dl><dt>data</dt>
<dd>NumericMatrix with columns (time, x, y). Assumed sorted by time ascending.</dd>
<dt>params</dt>
<dd>NumericVector length 3: (alpha3, beta3, gamma3)</dd></dl>

Arguments

Fast spatio-temporal interaction for the self-correcting model — interaction_st_fast

<dl>

<dt>data</dt>
<dd>NumericMatrix with columns (time, x, y). Assumed sorted by time ascending.</dd>


<dt>params</dt>
<dd>NumericVector length 3: (alpha3, beta3, gamma3)</dd>

</dl>

interaction_st_fast: Fast spatio-temporal interaction for the self-correcting model

Description

Usage

Value

Arguments