test_fake_lift | R Documentation |
test_fake_lift
Given a matched_market object from the best_matches function, this function analyzes the causal impact of fake interventions using the CausalImpact package.
The function returns an object of type "market_inference" which contains the estimated impact of the intervention (absolute and relative).
test_fake_lift(matched_markets=NULL,
test_market=NULL,
end_fake_post_period=NULL,
alpha=0.05,
prior_level_sd=0.01,
control_matches=NULL,
nseasons=NULL,
max_fake_lift=NULL,
steps=10,
lift_pattern_type="constant")
matched_markets |
A matched_market object created by the market_matching function This parameter will overwrite the values specified in prior_level_sd and nseasons. ONLY use this if you're using intricate bsts settings For most use-cases, using the prior_level_sd and nseasons parameters should be sufficient |
test_market |
The name of the test market (character) |
end_fake_post_period |
The end date of the post period. Must be a character of format "YYYY-MM-DD" – e.g., "2015-11-01" |
alpha |
Desired tail-area probability for posterior intervals. For example, 0.05 yields 0.95 intervals |
prior_level_sd |
Prior SD for the local level term (Gaussian random walk). Default is 0.01. The bigger this number is, the more wiggliness is allowed for the local level term. Note that more wiggly local level terms also translate into larger posterior intervals This parameter will be overwritten if you're using the bsts_modelargs parameter |
control_matches |
Number of matching control markets to use in the analysis (default is 5) |
nseasons |
Seasonality for the bsts model – e.g., 52 for weekly seasonality |
max_fake_lift |
The maximum absolute fake lift – e.g., 0.1 means that the max lift evaluated is 10 percent and the min lift is -10 percent Note that randomization is injected into the lift, which means that the max lift will not be exactly as specified |
steps |
The number of steps used to calculate the power curve (default is 10) |
lift_pattern_type |
Lift pattern. Default is constant. The other choice is a random lift.. |
Returns an object of type matched_market_power
. The object has the
following elements:
ResultsData |
The results stored in a data.frame |
ResultsGraph |
The results stored in a ggplot graph |
LiftPattern |
The random pattern applied to the lift |
FitCharts |
The underlying actual versus fitted charts for each fake lift |
FitData |
The underlying actual versus fitted data for each fake lift |
## Not run:
library(MarketMatching)
##-----------------------------------------------------------------------
## Create a pseudo power curve for various levels of lift
## Since this is weather data it is a not a very meaningful example.
## This is merely to demonstrate the function.
##-----------------------------------------------------------------------
data(weather, package="MarketMatching")
mm <- best_matches(data=weather,
id="Area",
markets_to_be_matched=c("CPH", "SFO"),
date_variable="Date",
matching_variable="Mean_TemperatureF",
warping_limit=1, # warping limit=1
dtw_emphasis=0, # rely only on dtw for pre-screening
matches=5, # request 5 matches
start_match_period="2014-01-01",
end_match_period="2014-10-01")
library(CausalImpact)
results <- test_fake_lift(matched_markets=mm,
test_market="CPH",
lift_pattern_type="constant",
control_matches=5, # use all 5 matches for inference
end_fake_post_period="2015-12-15",
prior_level_sd=0.002,
max_fake_lift=0.1)
## End(Not run)
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