Description Usage Arguments Details Value Author(s) See Also Examples
For an FLBiol
object with the natural mortality-at-age
present in the object.
1 | mean.lifespan(x, ...)
|
x |
An object of type |
... |
Extra arguments accepted by each implementation. |
Using actuarial definitions for the expected life-span of a given species, for a given survival rate-at-age (natural mortality), we can compute the expected life-span, logL(x), of a species, from a given reference age x, using the following equation:
logL(x) = SUM_1_inf exp(SUM_i=x_x+t m_i)
.
The method accepts objects of class FLBiol
of any particular dimension. If the
object has a seasonal structure to the population dynamics, then we sum over all seasons
to get the yearly survival rate.
An object of class FLQuant
whose first and second dimension is of length one.
FLR Team
1 2 3 4 5 | ## Not run:
data(ple4biol)
lfs.ple4 <- mean.lifespan(ple4,ref.age=1)
## End(Not run)
|
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