Description Usage Arguments Details Value See Also Examples
View source: R/2DLTfunctions.r
Calculate coverage probabilities of \hat p using the delta method and assuming a log-normal error distribution.
1 2 |
fit |
object resulting from a call of |
true.hr |
true form of hazard rate function |
true.b |
true values of hazard rate parameters |
true.pi.x |
true form of perpendicular density distribution pi(x) |
true.logphi |
true values for pi(x) perpendicular density distribution parameters |
type |
|
interval |
the interval used to determine coverage probability |
verbose |
boolean. FALSE only covered returned. TRUE a data frame of covered and associated calculations returned (see returns). |
In the call of fityx
must have hessian=TRUE
boolean; TRUE
if within log-normal confidence interval, otherwise FALSE
.
verbose=TRUE
a data frame of p phat, and CV[phat], interval, lower bound returned.
1 2 3 4 5 6 7 8 9 10 11 12 13 14 | ## Not run:
ystart=4;w=1
hr=h2; b=log(c(0.75,1))
pi.x=pi.norm; logphi=c(0.5,log(0.2))
N=50 #true number of animals
#generate some observations
simDat=simXY(N=N,pi.x=pi.x,logphi=logphi,
hr=hr,b=b,w=w,ystart=ystart)
x=simDat$locs$x; y=simDat$locs$y
est.yx=fityx(y,x,b,hr,ystart,pi.x,logphi,w)
coveragep(fit=est.yx,true.hr=hr,true.b=b,interval=0.95,
true.pi.x=pi.x,true.logphi=logphi,verbose=TRUE)
## End(Not run)
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