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Solitary bee analysis steps.txt
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Steps for solitary bee analysis (June 19, 2017)
-------------------------------------
Using traps that were in the same location both years:
1) Choose bee spp.
Some have very low abundance in 1 or both years
Top 10 candidates, filtering out ones with large year-to-year differences
Species y2015 y2016
Anthophora terminalis 589 346
Melissodes confusus 349 335
Lasioglossum leucozonium 146 213
Dufourea maura 130 62
Megachile perihirta 87 55
Lasioglossum dialictus_sp1 81 32
Hylaeus hylaeus_sp9 35 63
Anthophora occidentalis 50 29
Melissodes rivalis 23 50
Andrena peckhami 28 43
2) Truncate data to meaningful temporal range
Surveys were done during different times of year. To compare year-to-year data, we need to use the same temporal range.
Ideas:
Use day of year (simplest)
Use GDD (harder to explain, possibly more biologically relevant)
Fit abundance-time curves to each site/year, and integrate over relevant ranges
3) Calculate overlap in 2015
Ideas:
Days of overlap in canola bloom (simplest)
Fit curves to flower abundance, abundance, and integrate
Standardize canola bloom (?) or populations (?)
What landscape radius? (probably closest one)
4) Measure population responses in 2016 (Popn2016 ~ Popn2015 * Overlap) for each spp
Ideas:
Mean count per trapping effort (easy)
Integrate over similar period from 2016
5) What else??
Potential things to include:
Other crops (e.g. sunflower, clover) or some measure of landscape flower availability (a la Jenn)?
Different radii (use autocorrelogram)
Honeybee abundance as a covariate (assumed to have a negative effect)
Crops in 2014 as a predictor of 2015 population? (What do we use as the "starting" population?)
Paul's comments:
Could do some kind of integral approach (as I suggested), or could do:
Nbee2016 ~ Nbee2015 * Ncanola2015 + s(GDD2016) + (1|spp/site)
With this model, we would focus less on accept/reject model, but look at model coefficient b/w Nbee:NCanola
Other things to remember
- deployedHours must be used as an offset
- consider the brms package in R for STAN-based Bayesian hierarchical models