Hi,
I'm using equation 4 and the suggested optimization routine in:
MacKenzie, D. I., and J. A. Royle. 2005. Designing occupancy studies: general advice and allocating survey effort. Journal of Applied Ecology 42:1105-1114.
to calculate optimal survey effort allocation.
I would then like to reduce occupancy by a set proportion and compare the resulting means and variances in a power analysis framework.
Field et al (2007) did a nice job of this with a stochastic simulation. However, it seems that power could also be readily analyzed by capitalizing directly on the equation mentioned above.
Does anyone have any advice on whether this approach would be appropriate? Also, most two -sample power formulas rely on n samples but in this case it is really just one sample (the whole system) with an expected mean and variance. Are there better power fomulas under these conditions?
Thanks in advance for any insights.