Open nokome opened 10 years ago
This could be of interest:
Szuwalski, C. S., Vert-Pre, K. a, Punt, A. E., Branch, T. a, & Hilborn, R. (2014). Examining common assumptions about recruitment: a meta-analysis of recruitment dynamics for worldwide marine fisheries. Fish and Fisheries, n/a–n/a. doi:10.1111/faf.12083
Also, two recent papers by Marc Mangel & Co might be useful to develop a steepness node:
Mangel, Marc, Jon Brodziak, and Gerard DiNardo. "Reproductive ecology and scientific inference of steepness: a fundamental metric of population dynamics and strategic fisheries management." Fish and Fisheries 11.1 (2010): 89-104.
Mangel, Marc, et al. "A perspective on steepness, reference points, and stock assessment." Canadian Journal of Fisheries and Aquatic Sciences 70.6 (2013): 930-940.
I've added some discussion material here; there are some subtle issues that will make a steepness node a bit tricky. Ideally, one would re-do a meta-analysis based on RAM's old data or current VPA data in the RAM SADB - But I'm still fairly confident that we can find a practical solution that works in the meantime...
Currently there is one specific
Node
class forrecsteep
:RecsteepHeEtAl2006
. That node produces a probability density function forrecsteep
that is dependent uponm
andrecsigma
. Whenm
andrecsigma
are high then the p.d.f for steepness shifts to the right i.e. high values. But at moderate to low values ofm
andrecsigma
the generated p.d.f is uninformative. This makes sense given how the prior was derived by He et al - using simulations of evolutionary persistence. But there is empirical work that suggests that arecsteep
of say 0.25 is less likely than one of say 0.75.The primary task for developing more specific nodes for
recsteep
is to review the available literature, particularly meta-analyses, and come up with a pragmatic way for incorporating those studies into fishnet nodes. e.g.Myers, R. A., Bowen, K. G., & Barrowman, N. J. (1999). Maximum reproductive rate of fish at low population sizes. Canadian Journal of Fisheries and Aquatic Sciences, 56(12), 2404-2419.
Dorn, M. W. (2002). Advice on West Coast rockfish harvest rates from Bayesian meta-analysis of stock− recruit relationships. North American Journal of Fisheries Management, 22(1), 280-300.
Michielsens, C. G., & McAllister, M. K. (2004). A Bayesian hierarchical analysis of stock recruit data: Quantifying structural and parameter uncertainties. Canadian Journal of Fisheries and Aquatic Sciences, 61(6), 1032-1047.
It would be worthwhile considering combining an empirically derived node with
RecsteepHeEtAl2006
. That is, a node that had as predictors,m
andrecsigma
and which thus ensured thatrecsteep
was never implausibly low given their values.