nurza m wrote:> Hello,
>
> I am struggling to find the root of a exponent
> function.
> "uniroot" is complaining about a values at end points
> not of opposite sign?
And you think it is not the case? Why?
We cannot help because you have not given a reproducible example (What
is w and gp?), which the posting guide asks you to do.
Please also format your code in a way that is easy for others to read,
including some blanks and without all those ">" and "+":
saeqn <- function(s, l)
{
p <- exp(-l$gp$lambda + s) * l$gp$c
k11 <- (l$gp$mu * (l$gp$lambda^2) * l$gp$c -
s * l$gp$lambda * l$gp$c * l$gp$mu +
l$gp$mu * l$gp$lambda) * p
k12 <- -l$gp$mu * l$gp$lambda -
s^2 + 2 * s * l$gp$lambda - (l$gp$lambda^2)
k13 <- k11 + k12
k14 <- (l$gp$lambda - s) *
(-l$gp$mu * s - s * l$gp$lambda + s^2 +
l$gp$mu * l$gp$lambda * p)
k1 <- -k13 / k14
k1 - l$t
}
s <- sapply(seq(along = w), function(i) {
uniroot(saeqn, lower = -5000, upper = 0.01036597923,
l = list(t = w[i], gp = gp))$root
}
)
>
> s<- sapply(1:length(w),function(i)
> + {
> +
> + +
> +
> +
> uniroot(saeqn,lower=-5000,upper=0.01036597923,l=list(t=w[i],gp=gp))$root
> + })
> Error in uniroot(saeqn, lower = -5000, upper > 0.01036597923, l = list(t
= w[i], :
> f() values at end points not of opposite sign
>
>
>
>
> and here is my fonction "saeqn".
>
>
>
>>saeqn<-function(s,l)
>
> + {
> +
> +
> + p<- exp(-l$gp$lambda+s)*l$gp$c
> +
> +
> +
>
k11<-(l$gp$mu*(l$gp$lambda^2)*l$gp$c-s*l$gp$lambda*l$gp$c*l$gp$mu+l$gp$mu*l$gp$lambda)*p
> +
> + k12 <-
> -l$gp$mu*l$gp$lambda-s^2+2*s*l$gp$lambda-(l$gp$lambda^2)
> +
> + k13 <-k11+k12
> +
> +
>
k14<-(l$gp$lambda-s)*(-l$gp$mu*s-s*l$gp$lambda+s^2+l$gp$mu*l$gp$lambda*p)
> +
> + k1<- -k13/k14
> +
> + k1-l$t
> + }
>
>
>
> . There is something I must be missing since I never
> had
> luck with "uniroot"!
>
> Thanks,
>
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