#' spopmodel: A package for modeling fish population dynamics.
#'
#' @description \code{spopmodel} employs a female-based Leslie Matrix to
#' evaluate population dynamics (specifically population growth
#' rate, \eqn{\lambda}) over varying exploitation (\eqn{\mu}). Model inputs
#' expects age-specific probalities of spawning & survival, age-specific
#' fecundity, and age distribution proportional to some estimated abundance.
#' \code{spopmodel}'s creation stems from the collaborative efforts
#' of University of Idaho and CA Department of Fish & Wildlife.
#'
#' @section Age Distribution:
#' Age frequency scaled to some absolute abundance estimate (see example
#' below). Model requires young (i.e., age-0; age-1) fish, so values from
#' literature (or other sources) may be necessary to complete data gaps.
#'
#' Example:
#' \deqn{freq_{age_{i}} \times \hat{abund}}
#'
#' @section Survival Probability:
#' Survival at age (as assigned in Age Distribution). Again values can be
#' filled in where needed. Probability to be adjusted downward for ages
#' affected by exploitation (\eqn{\mu}). In the case of White Sturgeon for
#' example, survival estimated at ~0.94, and for ages 10-15 adjusted downard
#' by ~0.13. These ages vunerable to fishing mortality.
#'
#' @section Spawning Probability:
#' Probability based on first age of maturity. For White Sturgeon (as an
#' example), this is ~age-10. Again, probability should be in-line with
#' ages set in Age Distribution, and this may require setting to 0 age-0
#' through age-<first age maturity>-1.
#'
#' @section Fecundity:
#' Number of eggs per age, starting with first age of maturity. If data are
#' lacking, may need to consult literature for species in question.
#'
#' @note For probability datasets & fecundity, some measure of error (i.e.,
#' standard deviation) per value is required. These values are used in the
#' simulation process.
#'
#' @docType package
#' @name spopmodel
NULL
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