The aggregate() function is utilized to combine outcomes. Initially, a sequence operation is applied as that is the first parameter of aggregate() function and then its followed by a combine operation which is utilized to combine the solutions generated by the sequence operation performed. This function can be enforced on all the collection data structures in Scala and can be practiced on Scala’s Mutable as well as Immutable collection data structures. It belongs to the TraversableOnce trait in Scala.
def aggregate[B](z: => B)(seqop: (B, A) => B, combop: (B, B) => B): B
- B is the type of aggregated results, and z is the initial value for the aggregated result.
- seqop is an operator for sequence operation and is utilized to figure out the sum of each of the elements of the stated collection and also enumerates the total number of elements in the collection.
- combop is a combine operator which is utilized to combine the outcomes obtained by the parallel computation of the collection.
Let, List = (2, 3, 4, 5, 6, 7, 8)
Suppose, you have three threads of the list stated above where, let the first thread is (2, 3, 4), second thread is (5, 6) and the third thread is (7, 8).
Now, lets perform parallel computation.
First thread = (2, 3, 4) = (2+3+4, 3) = (9, 3) // It is evaluated like below, // (sum of all the elements, total number of elements)
Second thread = (5, 6) = (5+6, 2) = (11, 2)
Third thread = (7, 8) = (7+8, 2) = (15, 2)
Finally, after parallel computation, we have (9, 3), (11, 2), and (15, 2) and now this combine operator is applied to combine the outcomes of each thread i.e,
(9+11+15, 3+2+2) = (35, 7)
Now let’s see an example.
(Sum of all the elements, total number of elements) = (10, 4)
Here, par implies parallel which is utilized for the parallel computation of the list. we will discuss three parts in details.
This is the first part where aggregate() function has two zeroes which are the initial values of the register s so, s._1 is at first zero which is utilized to figure out the sum of all the elements in the list and s._2 is also zero in the beginning which helps in enumerating the total number of elements in the list.
(s._1 + r, s._2 + 1)
This is the second part, it performs the sequence operation for the list stated above. The first part of this code evaluates the sum and the second part is for counting total elements. Now, lets see the evaluation step by step.
Here, List = (1, 2, 3, 4)
(s._1 + r, s._2 + 1) // (Initially, s._1 and s._2 = 0) = (0+1, 0+1) = (1, 1) // r is the initial value of the list = (1+2, 1+1) = (3, 2) = (3+3, 2+1) = (6, 3) = (6+4, 3+1) = (10, 4)
This shows, how the evaluation is done exactly.
(s._1 + r._1, s._2 + r._2)
This is the last part, it is utilized in combine operation, as stated above in parallel computation. Suppose, during parallel computation of the list(1, 2, 3, 4), it is broken into two threads i.e, (1, 2) and (3, 4) then lets evaluate it step by step.
First thread :
(1, 2) = (1+2, 2) = (3, 2)
Second thread :
(3, 4) = (3+4, 2) = (7, 2)
Now, lets combine the two threads i.e, (3, 2) and (7, 2) using combine operator as stated above.
(s._1 + r._1, s._2 + r._2) // s._1 and s._2 = 0 = (0+3, 0+2) = (3, 2) // r._1 = 3 and r._2 = 2 = (3+7, 2+2) = (10, 4) // r._1 = 7 and r._2 = 2
Thus, this part works like this.
Lets see, one more example.
The total number of letters used are: 17
Here, the initial value of the aggregate function is zero which is utilized to compute the total number of letters in the strings used here. The method length is used to enumerate the length of each string.
Let’s discuss the below code used in the above program in details.
(_ + _.length, _ + _)
Here, Seq = (“nidhi”, “yes”, “sonu”, “Geeks”)
Lets perform the sequence operation first.
(0 + "nidhi".length ) // (0+5) = 5 (0 + "yes".length) // (0+3) = 3 (0 + "sonu".length) // (0+4) = 4 (0 + "Geeks".length) // (0+5) = 5
Therefore, we have (5), (3), (4), (5) from the sequence operation.
Now, lets perform combine operation.
(5+3) = 8 (4+5) = 9 // Now lets combine it again (8+9) = 17
Thus, total number of letters are 17.
- Scala | Function Composition
- Scala | reduce() Function
- Set in Scala | Set-1
- Set in Scala | Set-2
- Scala | Either
- Scala Map
- while and do while Loop in Scala
- Enumeration in Scala
- Scala | Trait App
- Iterators in Scala
- Scala Extractors
- Hello World in Scala
- Scala | Polymorphism
- Scala Map last() method with example
- Scala | Traits
If you like GeeksforGeeks and would like to contribute, you can also write an article using contribute.geeksforgeeks.org or mail your article to email@example.com. See your article appearing on the GeeksforGeeks main page and help other Geeks.
Please Improve this article if you find anything incorrect by clicking on the "Improve Article" button below.