Adds experiments (parametrized combinations of problems with algorithms) to the registry and thereby defines batch jobs.

If multiple problem designs or algorithm designs are provided, they are combined via the Cartesian product. E.g., if you have two problems p1 and p2 and three algorithms a1, a2 and a3, addExperiments creates experiments for all parameters for the combinations (p1, a1), (p1, a2), (p1, a3), (p2, a1), (p2, a2) and (p2, a3).

addExperiments(prob.designs = NULL, algo.designs = NULL, repls = 1L,
  combine = "crossprod", reg = getDefaultRegistry())

Arguments

prob.designs

[named list of data.frame]
Named list of data frames (or data.table). The name must match the problem name while the column names correspond to parameters of the problem. If NULL, experiments for all defined problems without any parameters are added.

algo.designs

[named list of data.table or data.frame]
Named list of data frames (or data.table). The name must match the algorithm name while the column names correspond to parameters of the algorithm. If NULL, experiments for all defined algorithms without any parameters are added.

repls

[integer(1)]
Number of replications for each experiment.

combine

[character(1)]
How to combine the rows of a single problem design with the rows of a single algorithm design? Default is “crossprod” which combines each row of the problem design which each row of the algorithm design in a cross-product fashion. Set to “bind” to just cbind the tables of problem and algorithm designs where the shorter table is repeated if necessary.

reg

[ExperimentRegistry]
Registry. If not explicitly passed, uses the last created registry.

Value

[data.table] with ids of added jobs stored in column “job.id”.

Note

R's data.frame converts character vectors to factors by default which frequently resulted in problems using addExperiments. Therefore, this function will warn about factor variables if the following conditions hold:

  1. The design is passed as a data.frame, not a data.table or tibble.

  2. The option “stringsAsFactors” is not set or set to TRUE.

See also

Examples

tmp = makeExperimentRegistry(file.dir = NA, make.default = FALSE)
#> Sourcing configuration file '~/.batchtools.conf.R' ...
#> Created registry in '/tmp/batchtools-example/reg' using cluster functions 'Interactive'
# add first problem fun = function(job, data, n, mean, sd, ...) rnorm(n, mean = mean, sd = sd) addProblem("rnorm", fun = fun, reg = tmp)
#> Adding problem 'rnorm'
# add second problem fun = function(job, data, n, lambda, ...) rexp(n, rate = lambda) addProblem("rexp", fun = fun, reg = tmp)
#> Adding problem 'rexp'
# add first algorithm fun = function(instance, method, ...) if (method == "mean") mean(instance) else median(instance) addAlgorithm("average", fun = fun, reg = tmp)
#> Adding algorithm 'average'
# add second algorithm fun = function(instance, ...) sd(instance) addAlgorithm("deviation", fun = fun, reg = tmp)
#> Adding algorithm 'deviation'
# define problem and algorithm designs prob.designs = algo.designs = list() prob.designs$rnorm = CJ(n = 100, mean = -1:1, sd = 1:5) prob.designs$rexp = data.table(n = 100, lambda = 1:5) algo.designs$average = data.table(method = c("mean", "median")) algo.designs$deviation = data.table() # add experiments and submit addExperiments(prob.designs, algo.designs, reg = tmp)
#> Adding 30 experiments ('rnorm'[15] x 'average'[2] x repls[1]) ...
#> Adding 15 experiments ('rnorm'[15] x 'deviation'[1] x repls[1]) ...
#> Adding 10 experiments ('rexp'[5] x 'average'[2] x repls[1]) ...
#> Adding 5 experiments ('rexp'[5] x 'deviation'[1] x repls[1]) ...
# check what has been created summarizeExperiments(reg = tmp)
#> problem algorithm .count #> <char> <char> <int> #> 1: rnorm average 30 #> 2: rnorm deviation 15 #> 3: rexp average 10 #> 4: rexp deviation 5
unwrap(getJobPars(reg = tmp))
#> Key: <job.id> #> job.id problem algorithm n mean sd lambda method #> <int> <char> <char> <num> <int> <int> <int> <char> #> 1: 1 rnorm average 100 -1 1 NA mean #> 2: 2 rnorm average 100 -1 1 NA median #> 3: 3 rnorm average 100 -1 2 NA mean #> 4: 4 rnorm average 100 -1 2 NA median #> 5: 5 rnorm average 100 -1 3 NA mean #> 6: 6 rnorm average 100 -1 3 NA median #> 7: 7 rnorm average 100 -1 4 NA mean #> 8: 8 rnorm average 100 -1 4 NA median #> 9: 9 rnorm average 100 -1 5 NA mean #> 10: 10 rnorm average 100 -1 5 NA median #> 11: 11 rnorm average 100 0 1 NA mean #> 12: 12 rnorm average 100 0 1 NA median #> 13: 13 rnorm average 100 0 2 NA mean #> 14: 14 rnorm average 100 0 2 NA median #> 15: 15 rnorm average 100 0 3 NA mean #> 16: 16 rnorm average 100 0 3 NA median #> 17: 17 rnorm average 100 0 4 NA mean #> 18: 18 rnorm average 100 0 4 NA median #> 19: 19 rnorm average 100 0 5 NA mean #> 20: 20 rnorm average 100 0 5 NA median #> 21: 21 rnorm average 100 1 1 NA mean #> 22: 22 rnorm average 100 1 1 NA median #> 23: 23 rnorm average 100 1 2 NA mean #> 24: 24 rnorm average 100 1 2 NA median #> 25: 25 rnorm average 100 1 3 NA mean #> 26: 26 rnorm average 100 1 3 NA median #> 27: 27 rnorm average 100 1 4 NA mean #> 28: 28 rnorm average 100 1 4 NA median #> 29: 29 rnorm average 100 1 5 NA mean #> 30: 30 rnorm average 100 1 5 NA median #> 31: 31 rnorm deviation 100 -1 1 NA <NA> #> 32: 32 rnorm deviation 100 -1 2 NA <NA> #> 33: 33 rnorm deviation 100 -1 3 NA <NA> #> 34: 34 rnorm deviation 100 -1 4 NA <NA> #> 35: 35 rnorm deviation 100 -1 5 NA <NA> #> 36: 36 rnorm deviation 100 0 1 NA <NA> #> 37: 37 rnorm deviation 100 0 2 NA <NA> #> 38: 38 rnorm deviation 100 0 3 NA <NA> #> 39: 39 rnorm deviation 100 0 4 NA <NA> #> 40: 40 rnorm deviation 100 0 5 NA <NA> #> 41: 41 rnorm deviation 100 1 1 NA <NA> #> 42: 42 rnorm deviation 100 1 2 NA <NA> #> 43: 43 rnorm deviation 100 1 3 NA <NA> #> 44: 44 rnorm deviation 100 1 4 NA <NA> #> 45: 45 rnorm deviation 100 1 5 NA <NA> #> 46: 46 rexp average 100 NA NA 1 mean #> 47: 47 rexp average 100 NA NA 1 median #> 48: 48 rexp average 100 NA NA 2 mean #> 49: 49 rexp average 100 NA NA 2 median #> 50: 50 rexp average 100 NA NA 3 mean #> 51: 51 rexp average 100 NA NA 3 median #> 52: 52 rexp average 100 NA NA 4 mean #> 53: 53 rexp average 100 NA NA 4 median #> 54: 54 rexp average 100 NA NA 5 mean #> 55: 55 rexp average 100 NA NA 5 median #> 56: 56 rexp deviation 100 NA NA 1 <NA> #> 57: 57 rexp deviation 100 NA NA 2 <NA> #> 58: 58 rexp deviation 100 NA NA 3 <NA> #> 59: 59 rexp deviation 100 NA NA 4 <NA> #> 60: 60 rexp deviation 100 NA NA 5 <NA> #> job.id problem algorithm n mean sd lambda method