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Fix #201: focussearch now handles discrete vector parameters #202
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| Original file line number | Diff line number | Diff line change |
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@@ -8,11 +8,35 @@ | |
| # See infillOptCMAES.R for interface explanation. | ||
| infillOptFocus = function(infill.crit, models, control, par.set, opt.path, design, iter, ...) { | ||
| global.y = Inf | ||
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| allRequirements = extractSubList(par.set$pars, "requires", simplify = FALSE) | ||
| allUsedVars = unique(do.call(base::c, sapply(allRequirements, all.vars))) | ||
| forbiddenVars = getParamIds(filterParams(par.set, type = c("discretevector", "logicalvector"))) | ||
| if (any(allUsedVars%in% forbiddenVars)) { | ||
| stop("Cannot do focus search when some variables have requirements that depend on discrete or logical vector parameters.") | ||
| } | ||
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| # restart the whole crap some times | ||
| # perform multiple starts | ||
| for (restart.iter in seq_len(control$infill.opt.restarts)) { | ||
| # copy parset so we can shrink it | ||
| ps.local = par.set | ||
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| # handle discrete vectors: | ||
| # The problem is that for discrete vectors, we can't adjust the values dimension-wise. | ||
| # Therefore, for discrete vectors, we always drop the last level and instead have a | ||
| # mapping that maps, for each discrete vector param and for each dimension, from | ||
| # the sampled value (levels 1 to n - #(dropped levels)) to levels with random dropouts. | ||
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| discreteVectorMapping = lapply(filterParams(par.set, type = c("discretevector", "logicalvector"))$pars, | ||
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| function(param) rep(list(setNames(names(param$values), names(param$values))), param$len)) | ||
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Member
There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. Maybe a comment would help "For each discrete/logic vector of length n create n replications of vector, each containing all possible values"? |
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| discreteVectorMapping = do.call(base::c, discreteVectorMapping) | ||
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| # the resulting object is NULL if there are no discrete / logical vector params | ||
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| if (!is.null(discreteVectorMapping)) { | ||
| mappedPars = filterParams(par.set, type = c("discretevector", "logicalvector")) | ||
| names(discreteVectorMapping) = getParamIds(mappedPars, with.nr = TRUE, repeated = TRUE) | ||
| } | ||
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| # do iterations where we focus the region-of-interest around the current best point | ||
| for (local.iter in seq_len(control$infill.opt.focussearch.maxit)) { | ||
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@@ -21,13 +45,20 @@ infillOptFocus = function(infill.crit, models, control, par.set, opt.path, desig | |
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| # convert to param encoding our model was trained on and can use | ||
| newdesign = convertDataFrameCols(newdesign, ints.as.num = TRUE, logicals.as.factor = TRUE) | ||
| y = infill.crit(newdesign, models, control, ps.local, design, iter, ...) | ||
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| # handle discrete vectors | ||
| for (dfindex in names(discreteVectorMapping)) { | ||
| mapping = discreteVectorMapping[[dfindex]] | ||
| levels(newdesign[[dfindex]]) = mapping[levels(newdesign[[dfindex]])] | ||
| } | ||
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| y = infill.crit(newdesign, models, control, par.set, design, iter, ...) | ||
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Member
There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. This is potentially slow and doesn't make use of our helpers. have a look at par.set.disc.logic.v = filterParams(par.set, type = c("discretevector", "logicalvector"))
dfindex = getParamIds(par.set.disc.logic.v, with.nr = TRUE, repeated = TRUE) |
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| # get current best value | ||
| local.index = getMinIndex(y, ties.method = "random") | ||
| local.y = y[local.index] | ||
| local.x.df = newdesign[local.index, , drop = FALSE] | ||
| local.x.list = dfRowToList(recodeTypes(local.x.df, ps.local), ps.local, 1) | ||
| local.x.list = dfRowToList(recodeTypes(local.x.df, par.set), par.set, 1) | ||
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| # if we found a new best value, store it | ||
| if (local.y < global.y) { | ||
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@@ -39,24 +70,46 @@ infillOptFocus = function(infill.crit, models, control, par.set, opt.path, desig | |
| ps.local$pars = lapply(ps.local$pars, function(par) { | ||
| # only shrink when there is a value | ||
| val = local.x.list[[par$id]] | ||
| if (!isScalarNA(val)) { | ||
| if (isNumeric(par)) { | ||
| # shrink to range / 2, centered at val | ||
| range = par$upper - par$lower | ||
| par$lower = pmax(par$lower, val - (range / 4)) | ||
| par$upper = pmin(par$upper, val + (range / 4)) | ||
| if (isInteger(par)) { | ||
| par$lower = floor(par$lower) | ||
| par$upper = ceiling(par$upper) | ||
| if (isScalarNA(val)) { | ||
| return(par) | ||
| } | ||
| if (isNumeric(par)) { | ||
| # shrink to range / 2, centered at val | ||
| range = par$upper - par$lower | ||
| par$lower = pmax(par$lower, val - (range / 4)) | ||
| par$upper = pmin(par$upper, val + (range / 4)) | ||
| if (isInteger(par)) { | ||
| par$lower = floor(par$lower) | ||
| par$upper = ceiling(par$upper) | ||
| } | ||
| } else if (isDiscrete(par)) { | ||
| # randomly drop a level, which is not val | ||
| if (length(par$values) <= 1L) { | ||
| return(par) | ||
| } | ||
| # need to do some magic to handle discrete vectors | ||
| if (par$type %nin% c("discretevector", "logicalvector")) { | ||
| val.names = names(par$values) | ||
| # remove current val from delete options, should work also for NA | ||
| val.names = val.names[!sapply(par$values, identical, y=val)] # remember, 'val' can be any type | ||
| to.del = sample(val.names, 1) | ||
| par$values[[to.del]] = NULL | ||
| } else { | ||
| # we remove the last element of par$values and a random element for | ||
| # each dimension in discreteVectorMapping. | ||
| par$values = par$values[-length(par$values)] | ||
| if (par$type != "logicalvector") { | ||
| # for discretevectorparam val would be a list; convert to character vector | ||
| val = names(val) | ||
| } | ||
| } else if (isDiscrete(par)) { | ||
| # randomly drop a level, which is not val | ||
| if (length(par$values) > 1L) { | ||
| val.names = names(par$values) | ||
| # remove current val from delete options, should work also for NA | ||
| val.names = setdiff(val.names, val) | ||
| to.del = sample(seq_along(val.names), 1) | ||
| par$values = par$values[-to.del] | ||
| for (dimnum in seq_len(par$len)) { | ||
| dfindex = paste0(par$id, dimnum) | ||
| newmap = val.names = discreteVectorMapping[[dfindex]] | ||
| val.names = val.names[val.names != val[dimnum]] | ||
| to.del = sample(val.names, 1) | ||
| newmap = newmap[newmap != to.del] | ||
| names(newmap) = names(par$values) | ||
| discreteVectorMapping[[dfindex]] <<- newmap | ||
| } | ||
| } | ||
| } | ||
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What is
all.varsin this context? I feel stupid, but I cannot find it.I also find it strange to use
do.call(base::c, ...). Won'tunlistdo the trick?There was a problem hiding this comment.
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base::all.varsreturning a vector of all variables used in the expression? Unfortunately it is not perfect (ideally I would want a list of all free variables) but it is the best R is giving me as it seems.