an object of class stlpp if nsim=1, otherwise a list of objects of class stlpp.
Arguments
lambda
intensity of the point process. It can be either a number, function of location and time, or an abject of class stlppint.
a
lower bound of time period.
b
upper bound of time period.
L
a linear network.
check
Logical value indicating whether to check that all the (x,y) points lie inside the specified window. see ppp.
lmax
upper bound for the values of labmda. This is optinal.
nsim
number of simulated patterns to generate.
Author
Mehdi Moradi <m2.moradi@yahoo.com>
Details
This function generates realisations of a spatio-temporal poisson point process on a linear network based on an intensity function lambda and lower/upper bounds a and b.
References
Moradi, M.M. and Mateu, J. (2019). First and second-order characteristics of spatio-temporal point processes on linear networks. Journal of Computational and Graphical Statistics. In press.