Target audience: Beginner

Estimated reading time: 15'

This post describes the use cases and typical implementation of the Scala

*collect*and*partition*higher order methods.
The Scala higher order methods

**collect**,**collectFirst**and**partition**are not commonly used, even though these collection methods provide developers with a higher degree of flexibility than any combination of**map**,**find**and**filter**.TraversableLike.collectFirst

The method create a new collection by applying a partial function to all elements of this traversable collection, such as arrays, list or map on which the function is defined. It signature is

*def***collect**[B](pf: PartialFunction[A, B]): Traversable[B]The use case is to validate K set (or samples) of data from a dataset. Once validated, these K sets are used in K-fold validation of a model generated through training of an machine learning algorithm: K-1 sets are used for training and the last set is used for validation.
The validation consists of extracting K samples arrays from a generic array then test that each of these samples are not too noisy (standard deviation does not exceed a high threshold.

. The first step is to create the two generic functions of the validation: breaking the dataset into K sets, then compute the standard deviation of each set. This feat is accomplished by the

**ValidateSample**trait

1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 | val sqr = (x : Double) => x*x trait ValidateSample { type DVector = Array[Double] // Split a vector into sub vectors def split(xt: DVector, nSegments: Int): Iterator[DVector] = xt.grouped(((xt.size/nSegments).ceil).toInt) lazy val stdDev = (xt: DVector) => { val mu = xt.sum/xt.size val var =(xt.map(_ - mu) .map(sqr(_)) .reduce( _ + _))/(xt.size-1) Math.sqrt(var) } def isValid(x: DVector, nSegments: Int): Boolean } |

The first method,

**split**breaks down the initial array**x**into an indexed sequence of segments or sub-arrays. The standard deviation**stdDev**is computed by folding the sum of values and sum of squared values. The value is defined as lazy so it is computed on demand once for all. The first validation class**ValidateSampleMap**uses a sequence of map and find to test that all the data segments extracted from the dataset have a standard deviation less than 0.8class ValidateWithMap extends ValidateSample { override def isValid(x: DVector, nSegs: Int): Boolean = split(x, nSegs).map( stdDev(_) ).find( _ > 0.8) == None }

The second implementation of the validation

**ValidateSampleCollect**uses the higher order function**collectFirst**to test that all the data segments (validation folds) are not very noisy.**collectFirst**requires a*PartialFunction*to be defined with a condition of the standard deviation.class ValidateWithCollect extends ValidateSample { override def isValid(x: DVector, nSegs: Int): Boolean = split(x, nSegs).collectFirst { case xt: DVector => (stdDev(xt) > 0.8) } == None } }

There are two main differences between the first implementation combining

*map*and*find*and*collectFirst*implementation- The second version requires a single higher order function,
*collectFirst*, while the first version uses map and find. - The second version throws a
*MatchErr*exception as soon as a data segment does not comply

*ValidateSample*as argument.1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 | val rValues = Array.fill(NUM_VALUES)(Random.nextDouble) Try ( new ValidateWithMap(0.8).isValid(rValues, 2) ).getOrElse( false) Try ( new ValidateWithCollect(0.8).isValid(rValues, 2) ) match { case Success(seq) => {} case Failure(e) => e match { case ex: MatchError => {} case _ => {} } } |

TraversableLike.collect

The method

*collect*behavior similar to*collectFirst*. As*collectFirst*is a "partial function" version of "find", then*collect*is the "partial function" version of "filter".def filter1(x: DVector, nSegments: Int): Iterator[DVector] = split(x, nSegments).collect(pf) def filter2(x: DVector, nSegments: Int): Iterator[DVector] = split(x, nSegments).filter( stdDev( _ ) > ratio)

TraversableLike.partition

The Higher order method

The test case consists of segmenting an array of random values, along the mean value 0.5 then compare the size of the two data segments. The data segments,

**partition**is used to partition or segment a mutable indexed sequence of object into a two indexed sequences given a boolean condition (or predicate).*def partition(p: (A) ⇒ Boolean): (Repr, Repr)*The test case consists of segmenting an array of random values, along the mean value 0.5 then compare the size of the two data segments. The data segments,

**segs**should have similar size.final val NUM_VALUES = 10000 val rValues = Array.fill(NUM_VALUES)(Random.nextDouble) val segs = rValues.partition( _ >= 0.5) val ratio = segs._1.size.toDouble/segs._2.size println(s"Relative size of segments $ratio")

The test is executed with different size of arrays.:

```
NUM_VALUES ratio
50 0.9371
1000 1.0041
10000 1.0002
```

As expected the difference between the two data segments size converges toward zero as the size of the original data set increases (law of large numbers).

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