
Simulated Population 2.
simul2.Rd
The dataset contains a simulated georeferenced population of dimension \(N=1000\). The coordinates are generated in the range \([0,1]\) as a simulated realization of a particular random point pattern: the Neyman-Scott process with Cauchy cluster kernel. The nine values for each unit are generated according to the outcome of a Gaussian stochastic process, with an intensity dependence parameter \(\rho=0.01\) (that means medium dependence) and with a spatial trend \(x_{1}+x_{2}+\epsilon\).
Format
A data frame with 1000 rows and 11 variables:
- x
coordinate x
- y
coordinate y
- z21
first value of the unit
- z22
second value of the unit
- z23
third value of the unit
- z24
fourth value of the unit
- z25
fifth value of the unit
- z26
sixth value of the unit
- z27
seventh value of the unit
- z28
eighth value of the unit
- z29
ninth value of the unit