b) gradual change in proportion (two constant values; change over some time period)
- proportion 1
- proportion 2
- time that change starts
- duration of change
Dimension 3 (observation process on primary TS):
a) observe constant proportion
- proportion
- delay
b) gradual change in proportion observed (constant until t1, decrease until t2, then constant)
- proportion 1
- proportion 2
- time that change starts
- duration of change
Dimension 4 (obervation process on secondary TS):
a) observe constant proportion
- proportion
- delay
b) gradual change in proportion observed (constant until t1, decrease until t2, then constant)
- proportion 1
- proportion 2
- time that change starts
- duration of change
Next iteration:
Stochastic version of D3: a) and b) and D4: a) and b) and stochastic delay for dimension 2
Inputs to estimate_secondary():
data
obs_opts() needs scale(mean = proportion_D2 times proportion_D4, sd = mean)
delay_opts():
default for now
Outputs:
plots (plot b is more important):
a) data: synthesized data raw
includes TS of: primary true, primary observed, secondary true, secondary observed
b) data: data observed, outputs from estimate_secondary
includes TS of: primary observed, secondary observed, secondary_estimated with 97.5% CI's
Values
Rmarkdown document:
3 sentence intro
for each chosen data scenario (i.e. combination of 4 dimensions with numbers chosen)
specification/description
plot
Notes / observations to highlight about choices we make:
We are not including any delay in the observation process. i.e. "true" time series are according to time of observation
Stochasticity will only be added to the observation processes, and hasn't been planned out just yet.