Created
September 9, 2010 22:39
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| object Looping { | |
| val l = 1000 | |
| val l2 = l * l | |
| val l3 = l * l * l | |
| def main(args: Array[String]): Unit = { | |
| warmup() | |
| measure() | |
| } | |
| def warmup(): Unit = { | |
| new IntCountUpSum().f(l3) | |
| new LongCountUpSum().f(l3) | |
| // new TwoIntLoops().f(l2, l) | |
| } | |
| def measure(): Unit = { | |
| Timer(new IntCountUpSum().f(l3)) | |
| Timer(new LongCountUpSum().f(l3)) | |
| // Timer(new TwoIntLoops().f(l2, l)) | |
| } | |
| } | |
| class IntCountUpSum { | |
| import For.cfor | |
| def f(n: Int) = { | |
| var sum = 0 | |
| cfor[Int](0, _ < n, _ + 1)(i => { | |
| sum += i | |
| }) | |
| sum | |
| } | |
| } | |
| class LongCountUpSum { | |
| import For.cfor | |
| def f(n: Long) = { | |
| var sum = 0L | |
| cfor[Long](0L, _ < n, _ + 1L)(i => { | |
| sum += i | |
| }) | |
| sum | |
| } | |
| } | |
| class TwoIntLoops { | |
| import For.cfor | |
| def f(n: Int, o: Int) = { | |
| val r = n / math.sqrt(o) | |
| val max = (o * (o + 1) / 2) * (r / 3) / 2 | |
| var sum = 0 | |
| cfor[Int](0, a => a < r && sum < max, _ + 3)(i => { | |
| cfor[Int](o, _ > 0, _ - 1)(j => { | |
| sum += j | |
| }) | |
| }) | |
| sum | |
| } | |
| } | |
| object For { | |
| def cfor[@specialized A](zero: A, okay: A => Boolean, inc: A => A)(act: A => Unit) = { | |
| var i = zero | |
| while (okay(i)) { | |
| act(i) | |
| i = inc(i) | |
| } | |
| } | |
| } | |
| object Timer { | |
| import scala.compat.Platform | |
| import java.util.Locale | |
| def apply(functionToMeasure: => Any) : Unit = { | |
| val before = System.nanoTime | |
| val result = functionToMeasure | |
| val after = System.nanoTime | |
| println("Result: " + result.toString) | |
| println("Execution took %.3f ms.".format((after - before).toDouble * 1e-6d)) | |
| } | |
| }// |
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