surveyref: Quantitative reference points from stock abundance indices...

In fishmethods: Fishery Science Methods and Models

Quantitative reference points from stock abundance indices based on research surveys

Description

This function implements the methodology of Helser and Hayes (1995) for generating quantitative reference points from relative abundance indices based on research surveys

Usage

surveyref(x = NULL, refpt = 25, compyear = NULL, reffix = FALSE,
 refrange = NULL, nboot = 500, allboots = FALSE, nreps = 10000)

Arguments

x	output object from function surveyfit.
refpt	the lower quantile (percentile) of the fitted time series used as the reference point.
compyear	the index year to compare to the reference point. Multiple years can be included in the comparison using the c() function.
reffix	a logical value specifying whether the lower quantile should be determined from a fixed set of years. Default = FALSE.
refrange	If reffix = TRUE, the beginning and ending year of the time series to include in determination of the lower quantile. The values should be enclosed within c() (e.g., c(1963,1983)).
nboot	the number of bootstrap replicates.
allboots	a logical value specifying whether the fitted values for the bootstrap replicates should be included in the output. Default = FALSE.
nreps	the number of samples to draw in function pgen. Default = 10000.

Details

Using the output object from function surveyfit, the methodology of Helser and Hayes (1995) is applied to generate the probability distribution that the abundance index value for a given year lies below the value of a lower quantile (reference point). The procedure is : 1) add to the original fitted time series residuals randomly selected with replacement from the Pennington model fit, 2) repeat this nboot times to create new time series, 3) fit the Pennington model to each new time series using the original theta estimate to get nboot replicates of new fitted time series, and 4) determine the lower quantile for each new fitted time series. The probability of the abundance index being less than the quartile reference point is calculated using function pgen with comp=1.

If comparisons between the current year's index and the reference point will be made year-after-year, Helser and Hayes (1995) recommend using a fixed set of years to select the lower quantile. This procedure will avoid a change in reference point over time as a survey time series is updated. Use arguments reffix and refrange to accomplish this.

Value

list containing the lower quantile of the original fitted time series and the mean quantile of the fitted bootstrap replicates (comp_refpt), the original fitted time series values versus the mean of the fitted bootstrap time series values(comp_fitted), the empirical distribution of the selected index (emp_dist_index), the empirical distribution of the lower quantile (emp_dist_refpt), the probability that the index value lies below the reference point for a given decision confidence level (prob_index), and, if argument allboots is TRUE, the fitted values of the bootstrap replicates (boot_runs).

Author(s)

Gary A. Nelson, Massachusetts Division of Marine Fisheries [e-mail]

References

Helser, T. E. and D. B. Hayes. 1995. Providing quantitative management advice from stock abundance indices based on research surveys. Fishery Bulletin 93: 290-298.

See Also

surveyfit

Examples

data(wolffish)
out<-surveyfit(year=wolffish$year,index=wolffish$index,logtrans=TRUE)
surveyref(out,refpt=25,compyear=c(1990))

fishmethods documentation built on April 27, 2023, 9:10 a.m.