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Suppose I have iris data In the Dataset Format. enter image description here

How to split the iris data Into training and testing for Machine learning?

For example,Transform the data for Classify.

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Let's use the Titanic dataset

tit = ExampleData[{"Dataset", "Titanic"}];

Let's see it's columns

tit[Union, Keys]

Let's choose an objective

obj = "survived";

Let's add an id to each row

tit = tit[AssociationThread[Range@Length@#, #] &];

Let's create a database that splits the features and objective, to make this general.

titSplit = 
  tit[All, <|"Features" -> Values@*KeyDrop[obj], 
    "Objective" -> Key[obj]|>];

Let's split the rows arbitrarily to have a test and train set.

numTraining = 200;
ids = Range@tit[Length];
testIds = ids~RandomSample~numTraining;
trainIds = ids~Complement~testIds;

titUnclass = titSplit[<|"Test" -> testIds, "Train" -> trainIds|>];

Let's train the classifier

cfun = titUnclass["Train", Classify@*Values, #Features -> #Objective &];

Let's create a new dataset appending the classifications as a column in the Test dataset.

titClass = 
  titUnclass[{"Test" -> 
     Query[All, Append[#, <|"Classified as" -> cfun@#Features|>] &]}];

Or perhaps just have the results in a separate database results = titUnclass["Test", All, cfun@#Features &];

Let's ask for performance measures

cfm = titUnclass["Test", 
   ClassifierMeasurements[cfun, #] & @* Values, 
   #Features -> #Objective &];


(* 0.75 *)


This is based on the OP @PhilChang nice suggestion in the comments

RandomSample works on Datasets

rtit = RandomSample@ExampleData[{"Dataset", "Titanic"}];


obj = "survived"; numTrain = 200;
ctit = rtit[<|"Train" -> (;; numTrain), "Test" -> (numTrain + 1 ;;)|>];


cfun = ctit["Train", GroupBy[Key[obj] -> KeyDrop[obj]], Values][


cfm = ctit["Test", GroupBy[Key[obj] -> KeyDrop[obj]], Values][
   ClassifierMeasurements[cfun, #] &];
share|improve this answer
I get an Accuracy = 0.63. Naive splitting like this is often biased by the dataset layout, eg, look at the distribution of "class": trainTit[Map[First] /* Counts, "Features"] --> "1st" -> 200 versus testTit[Map[First]...] --> "1st" -> 123, "2nd" -> 277, "3rd" -> 709. Typically, bootstrap or other resampling methods are used to minimize the effects of clustering. Certainly you'd want to randomize the partition. – alancalvitti Aug 12 '14 at 19:49
@alancalvitti I struggled with posting it RandomSampled or not, but I'll edit now. I'll also put both trainTit and testTit inside another database. – Rojo Aug 12 '14 at 19:58
We need to make this easier, probably with a new function. Especially making sure you preserve the frequencies of whatever classes when you do the split. – Taliesin Beynon Aug 12 '14 at 20:30
Thank you all,I learned a lot from it. For this moment the best way maybe: 1. Random the dataset, randsample = RandomSample @ titanic; 2. get train and test data. train = RandSample[;;3000];test = randomSample[3001;;]; 3. transform the data set for classify use. train = titanic[GroupBy[Key[obj]], All, Values@*Normal@*KeyDrop[obj]]; – PhilChang Aug 13 '14 at 6:31
If Only Classify accept a Dataset as its argument:Classify[mydataset,y,{x1,x2,...,xp}] – PhilChang Aug 13 '14 at 6:36

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