Finding the longest Collatz sequence using Go, concurrently












0












$begingroup$


I am working through this problem on project euler.



Basic purpose of the code:



/*
if n is even n -> n/2
if n is odd n -> 3n + 1
which starting number under 1 million produces the longest sequence?
*/


The trouble with the code is that when I implement concurrency as I have, the program runs considerably more slowly than when I am just returning values directly from the get_seq_len function. Am I implementing concurrency incorrectly? Or is the program just not complex enough that there is speed to be gained from concurrency or something?



package main

import ("fmt";"math";"time")


This function takes a number x and then using the formula described in the above comment block creates a sequence of numbers from it until the number 1 is reached. Originally I had the function simply returning the length of the sequence, but now I have it sending the length to the specified channel.



func get_seq_len(x int, c chan int) {
var count int = 1
for {
if x == 1 {
break
} else if x%2 == 0 {
x = x / 2
} else {
x = 3 * x + 1
}
count++
}
// return count + 1
c <- count + 1
}


Here the main function just step through every number from 1 to whatever the max is and then tests the length of the sequence for that number. I use channel c to pass the sequenced length back to main().



func main() {
start := time.Now()
var max int = int(math.Pow(10,6))
// var max int = int(math.Pow(3,3))
var max_length int = 0
var max_num int = 0
c := make(chan int, 50)

for i:=1; i<max; i++ {
// length := get_seq_len(i, c)
go get_seq_len(i, c)
length := <-c

if length > max_length { max_length = length; max_num = i }
}

fmt.Println(max_num)
t := time.Now()
elapsed := t.Sub(start)
fmt.Println(elapsed)

}









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$endgroup$

















    0












    $begingroup$


    I am working through this problem on project euler.



    Basic purpose of the code:



    /*
    if n is even n -> n/2
    if n is odd n -> 3n + 1
    which starting number under 1 million produces the longest sequence?
    */


    The trouble with the code is that when I implement concurrency as I have, the program runs considerably more slowly than when I am just returning values directly from the get_seq_len function. Am I implementing concurrency incorrectly? Or is the program just not complex enough that there is speed to be gained from concurrency or something?



    package main

    import ("fmt";"math";"time")


    This function takes a number x and then using the formula described in the above comment block creates a sequence of numbers from it until the number 1 is reached. Originally I had the function simply returning the length of the sequence, but now I have it sending the length to the specified channel.



    func get_seq_len(x int, c chan int) {
    var count int = 1
    for {
    if x == 1 {
    break
    } else if x%2 == 0 {
    x = x / 2
    } else {
    x = 3 * x + 1
    }
    count++
    }
    // return count + 1
    c <- count + 1
    }


    Here the main function just step through every number from 1 to whatever the max is and then tests the length of the sequence for that number. I use channel c to pass the sequenced length back to main().



    func main() {
    start := time.Now()
    var max int = int(math.Pow(10,6))
    // var max int = int(math.Pow(3,3))
    var max_length int = 0
    var max_num int = 0
    c := make(chan int, 50)

    for i:=1; i<max; i++ {
    // length := get_seq_len(i, c)
    go get_seq_len(i, c)
    length := <-c

    if length > max_length { max_length = length; max_num = i }
    }

    fmt.Println(max_num)
    t := time.Now()
    elapsed := t.Sub(start)
    fmt.Println(elapsed)

    }









    share|improve this question











    $endgroup$















      0












      0








      0





      $begingroup$


      I am working through this problem on project euler.



      Basic purpose of the code:



      /*
      if n is even n -> n/2
      if n is odd n -> 3n + 1
      which starting number under 1 million produces the longest sequence?
      */


      The trouble with the code is that when I implement concurrency as I have, the program runs considerably more slowly than when I am just returning values directly from the get_seq_len function. Am I implementing concurrency incorrectly? Or is the program just not complex enough that there is speed to be gained from concurrency or something?



      package main

      import ("fmt";"math";"time")


      This function takes a number x and then using the formula described in the above comment block creates a sequence of numbers from it until the number 1 is reached. Originally I had the function simply returning the length of the sequence, but now I have it sending the length to the specified channel.



      func get_seq_len(x int, c chan int) {
      var count int = 1
      for {
      if x == 1 {
      break
      } else if x%2 == 0 {
      x = x / 2
      } else {
      x = 3 * x + 1
      }
      count++
      }
      // return count + 1
      c <- count + 1
      }


      Here the main function just step through every number from 1 to whatever the max is and then tests the length of the sequence for that number. I use channel c to pass the sequenced length back to main().



      func main() {
      start := time.Now()
      var max int = int(math.Pow(10,6))
      // var max int = int(math.Pow(3,3))
      var max_length int = 0
      var max_num int = 0
      c := make(chan int, 50)

      for i:=1; i<max; i++ {
      // length := get_seq_len(i, c)
      go get_seq_len(i, c)
      length := <-c

      if length > max_length { max_length = length; max_num = i }
      }

      fmt.Println(max_num)
      t := time.Now()
      elapsed := t.Sub(start)
      fmt.Println(elapsed)

      }









      share|improve this question











      $endgroup$




      I am working through this problem on project euler.



      Basic purpose of the code:



      /*
      if n is even n -> n/2
      if n is odd n -> 3n + 1
      which starting number under 1 million produces the longest sequence?
      */


      The trouble with the code is that when I implement concurrency as I have, the program runs considerably more slowly than when I am just returning values directly from the get_seq_len function. Am I implementing concurrency incorrectly? Or is the program just not complex enough that there is speed to be gained from concurrency or something?



      package main

      import ("fmt";"math";"time")


      This function takes a number x and then using the formula described in the above comment block creates a sequence of numbers from it until the number 1 is reached. Originally I had the function simply returning the length of the sequence, but now I have it sending the length to the specified channel.



      func get_seq_len(x int, c chan int) {
      var count int = 1
      for {
      if x == 1 {
      break
      } else if x%2 == 0 {
      x = x / 2
      } else {
      x = 3 * x + 1
      }
      count++
      }
      // return count + 1
      c <- count + 1
      }


      Here the main function just step through every number from 1 to whatever the max is and then tests the length of the sequence for that number. I use channel c to pass the sequenced length back to main().



      func main() {
      start := time.Now()
      var max int = int(math.Pow(10,6))
      // var max int = int(math.Pow(3,3))
      var max_length int = 0
      var max_num int = 0
      c := make(chan int, 50)

      for i:=1; i<max; i++ {
      // length := get_seq_len(i, c)
      go get_seq_len(i, c)
      length := <-c

      if length > max_length { max_length = length; max_num = i }
      }

      fmt.Println(max_num)
      t := time.Now()
      elapsed := t.Sub(start)
      fmt.Println(elapsed)

      }






      performance programming-challenge go concurrency collatz-sequence






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      edited 9 mins ago









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      asked 1 hour ago









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