# ------------------------------------------------#
## PERFORM OPTIMIZATION OF CLASSIFICATION SCHEME:
#----
# 1.) Example: optimization for 6 classes:
#----
hsm.1<- HSMclass(refdata, predictions, nclasses = 6,
iterations = 1000, coolfactor=99, InitTemp = 80,
weight.norefs = 2, weight.classwidth = 2)
summary(hsm.1)
#----
# 2.) Example: optimization for 6 classes, run heuristic 100 times
#---- and pick best solution over all runs:
hsm.2<- HSMclass(refdata, predictions, nclasses = 6,
iterations = 1000, coolfactor=99, InitTemp = 80,
weight.norefs = 2, weight.classwidth = 2,
bestever.iterationmode = 100)
summary(hsm.2)
# ------------------------------------------------#
## PERFORM ENTIRE ANALYSIS:
# define a set of equidistant intervals to evaluate:
equal.intervals<- seq(100,300,20)
# define corresponding number of classes:
n.classes<- ceiling(max(refdata,predictions)/equal.intervals)
# Chain of analysis:
# --> 1. Identify optimal classification scheme for all given number of classes
# --> 2. Calculate classification accuracy for equidistant class intervals
# --> 3. Calculate classification accuracy for corresponding optimal no. of classes
lapply(seq_along(n.classes), function(x){
hsm<- HSMclass(refdata, predictions, nclasses = n.classes[x],
iterations = 1000, coolfactor = 99, InitTemp = 80,
weight.norefs = 2, weight.classwidth = 2,
bestever.iterationmode = 5)
acc.equal<- class_accuracy(refdata, pedictions, equal.int = equal.intervals[x])
acc.opti<- class_accuracy(refdata, pedictions, def.int = hsm$best.classbreaks)
})
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