map():The
map function iterates over every line in RDD and split into new RDD.
Using map() transformation we take in any function, and that function is
applied to every element of RDD. In the map, we have the flexibility
that the input and the return type of RDD may differ from each other.
For example, we can have input RDD type as String, after applying the
map() function the return RDD can be Boolean.
val rdd=sc.parallelize (Array(1, 2, 3, 4, 5))
val a=rdd.map(x=>x+2).collect
val rdd=sc.parallelize (Array(1, 2, 3, 4, 5))
val a=rdd.map(x=>x+2).collect
Basic map example in scala
val x = sc.parallelize(List("spark", "rdd", "example", "sample", "example"), 3)
val y = x.map(x => (x, 1))
y.collect
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)
val y = x.map(x => (x, 1))
y.collect
val x = sc.parallelize(List("spark", "rdd", "example", "sample", "example"), 3)
val y = x.map((_,1))
y.collect
val y = x.map((_,1))
y.collect
val x = sc.parallelize(List("spark", "rdd", "example", "sample", "example"), 3)
val y = x.map(x=> (x,x.length))
y.collect
val x = sc.parallelize(List("spark", "rdd", "example", "sample", "example"), 3)
val y = x.map(x=> x.toUpperCase())
y.collect
val x = sc.parallelize(List("spark", "rdd", "example", "sample", "example"), 3)
val y = x.map(x=> x.toLowerCase())
y.collect
Basic map example in scala
import org.apache.spark.SparkContext
import org.apache.spark.SparkConf
import org.apache.spark.sql.SparkSession
object mapTest{
def main(args: Array[String]) = {
val spark = SparkSession.builder.appName("mapExample").master("local").getOrCreate()
val data = sc.textFile("spark_test.txt")
val mapFile = data.map(line => (line,line.length))
mapFile.foreach(println)
}
}
faltMap(): With the help of flatMap() function, to each input element, we have many elements in an output RDD. The most simple use of flatMap() is to split each input string into words. Map and flatMap are similar in the way that they take a line from input RDD and apply a function on that line.
- The key difference between map() and flatMap() is map() returns only one element, while flatMap() can return a list of elements(0 or more elements).Also, the output of the flatMap is flattened.
val flatmapFile = data.flatMap(lines => lines.split(" "))
flatmapFile.collect
val words = sc.textFile("/FileStore/tables/data.txt")
val word1=words.flatMap(x=>x.split(" "))
val word2=word1.map(x => (x,1))
val word3=word2.reduceByKey(_+_)
word1.collect
val words = sc.textFile("/FileStore/tables/data.txt")
val word1=words.flatMap(x=>x.split(" "))
val word2=word1.map(x => (x,1))
val word3=word2.reduceByKey(_+_)
word2.collect.foreach(println)
val words = sc.textFile("/FileStore/tables/data.txt")
val word1=words.flatMap(x=>x.split(" "))
val word2=word1.map(x => (x,1))
val word3=word2.reduceByKey(_+_)
word3.collect.foreach(println)
val words = sc.textFile("/FileStore/tables/data.txt")
val word1=words.flatMap(x=>x.split(" "))
val word2=word1.map(x => (x,1))
val word3=word2.reduceByKey(_+_)
word2.collect.foreach(println)
Basic map example in scala
sc.parallelize(1 to 9, 3).flatMap(x=>List(x,x,x)).collect![](data:image/png;base64,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)
sc.parallelize(1 to 9, 3).flatMap(x=>List(x,x,x)).collect
Basic map example in scala
val rdd = sc.parallelize(Seq("Where is Mount Everest","Himalayas India"))rdd.collect
rdd.map(x => x.split(" ")).collect
rdd.flatMap(x => x.split(" ")).collect
rdd.map(x => x.split(" ")).count()
rdd.flatMap(x=>x.split(" ")).map(x=>(x, x.length)).collect
Filter: Spark RDD filter() function returns a new RDD, containing only the elements that meet a predicate. It is a narrow operation because it does not shuffle data from one partition to many partitions.
- filter is a transformation operation in Spark hence it is lazily evaluated
- It is a narrow operation as it is not shuffling data from one partition to multiple partitions
- filter accepts predicate as an argument and will filter the elements from source RDD which are not satisfied by predicate function
For example, Suppose RDD contains first five natural numbers (1, 2, 3,
4, and 5) and the predicate is check for an even number. The resulting
RDD after the filter will contain only the even numbers i.e., 2 and 4.
val x = sc.parallelize(List(1,2,3,4,5,6,7,8,9,10), 2)
val x1=x.filter(e => e > 4).collect
val num = List(1, 2, 3, 4, 5)
val rdd = num.filter( x => x != 5)
val rdd = num.filter( x => x != 5)
Write in diffrent format
val num = List(1, 2, 3, 4, 5)
val rdd = num.filter(_ != 5)
In a very huge text file you want to just check if a particular keyword exists.
val line = spark.read.textFile("/FileStore/tables/data.txt")
val word = line.flatMap(_.split(","))
val output = word.filter { x => x.startsWith("S") } // filter the words starts with letter“s”
output.collect.foreach(println)
![](data:image/png;base64,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)
val line = spark.read.textFile("/FileStore/tables/data.txt")
val word = line.flatMap(_.split(","))
val output = word.filter { x => x.startsWith("S") } // filter the words starts with letter“s”
output.collect.foreach(println)
val output1=line.filter(x=>x.contains("Spark"))
output1.collect.foreach(println)
val rdd = sc.parallelize(Seq("Where is Mount Everest","Himalayas India"))
rdd.filter(x=>x.contains("Himalayas")).collect
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)
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)
sc.parallelize(1 to 9, 3).map(x=>(x, "Hello")).collect
sc.parallelize(1 to 9, 3).partitions.size
sc.parallelize(1 to 9, 3).mapPartitions(x=>(Array("Hello").iterator)).collect
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next).iterator)).collect
In first example, I have applied map() transformation on dataset distributed between 3 partitions so that you can see function is called 9 times. In second example, when we applied mapPartitions(), you will notice it ran 3 times i.e. for each partition once. We had to convert string "Hello" into iterator because mapPartitions() takes iterator as input. In thirds step, I tried to get the iterator next value to show you the element. Note that next is always increasing value, so you can't step back.
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next,x.next, "|").iterator)).collect
In first call next value for partition 1 changed from 1 => 2 , for partition 2 it changed from 4 => 5 and similarly for partition 3 it changed from 7 => 8. You can keep this increasing until hasNext is False (hasNext is a property of iteration which tells you whether collection has ended or not, it returns you True or False based on items left in the collection). For example,
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next, x.hasNext).iterator)).collect
You can see hasNext is true because there are elements left in each partition. Now suppose we access all three elements from each partition, then hasNext will result false. For example,
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next, x.next, x.next, x.hasNext).iterator)).collect
Just for our understanding, if you will try to access next 4th time, you will get error which is expected.
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next, x.next, x.next, x.next,x.hasNext).iterator)).collect
Think, map() transformation as special case of mapPartitions() where you have just 1 element in each partition. Isn't it?
rdd.filter(x=>x.contains("Himalayas")).collect
Filter out even number
sc.parallelize(1 to 15).filter(x=>(x%2==0)).collect
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)
Filter out odd number
sc.parallelize(1 to 15).filter(x=>(x%2!=0)).collect
sc.parallelize(1 to 15).filter(_%5==0).collect
sc.parallelize(1 to 9, 3).flatMap(x=>List(x,x,x)).filter(x=> x%2 ==0 ).collect
sc.parallelize(1 to 9, 3).flatMap(x=>List(x,x,x)).filter(x=> x%2 ==0 ).collect
mapPartition
Similar to map() transformation but in this case function runs
separately on each partition (block) of RDD unlike map() where it was
running on each element of partition. Hence mapPartitions are also
useful when you are looking for performance gain (calls your function
once/partition not once/element). Suppose you have elements from 1 to
100 distributed among 10 partitions i.e. 10 elements/partition. map()
transformation will call func 100 times to process these 100 elements
but in case of mapPartitions(), func will be called once/partition i.e.
10 times. Secondly, mapPartitions() holds the data in-memory i.e. it
will store the result in memory until all the elements of the partition
has been processed. mapPartitions() will return the result only after it
finishes processing of whole partition.mapPartitions() requires an
iterator input unlike map() transformation.sc.parallelize(1 to 9, 3).map(x=>(x, "Hello")).collect
sc.parallelize(1 to 9, 3).partitions.size
sc.parallelize(1 to 9, 3).mapPartitions(x=>(Array("Hello").iterator)).collect
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next).iterator)).collect
In first example, I have applied map() transformation on dataset distributed between 3 partitions so that you can see function is called 9 times. In second example, when we applied mapPartitions(), you will notice it ran 3 times i.e. for each partition once. We had to convert string "Hello" into iterator because mapPartitions() takes iterator as input. In thirds step, I tried to get the iterator next value to show you the element. Note that next is always increasing value, so you can't step back.
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next,x.next, "|").iterator)).collect
In first call next value for partition 1 changed from 1 => 2 , for partition 2 it changed from 4 => 5 and similarly for partition 3 it changed from 7 => 8. You can keep this increasing until hasNext is False (hasNext is a property of iteration which tells you whether collection has ended or not, it returns you True or False based on items left in the collection). For example,
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next, x.hasNext).iterator)).collect
You can see hasNext is true because there are elements left in each partition. Now suppose we access all three elements from each partition, then hasNext will result false. For example,
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next, x.next, x.next, x.hasNext).iterator)).collect
Just for our understanding, if you will try to access next 4th time, you will get error which is expected.
sc.parallelize(1 to 9, 3).mapPartitions(x=>(List(x.next, x.next, x.next, x.next,x.hasNext).iterator)).collect
Think, map() transformation as special case of mapPartitions() where you have just 1 element in each partition. Isn't it?
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