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http://justindomke.wordpress.com/2008/11/29/mandelbrot-in-scala/ のマンデルブロ集合を描画するプログラムのリファクタ
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| import java.io._ | |
| import java.lang.Math | |
| import scala.annotation.tailrec | |
| /** | |
| * ref: http://justindomke.wordpress.com/2008/11/29/mandelbrot-in-scala/ | |
| */ | |
| object mandelbrot { | |
| // tiny complex number class including syntactic sugar for basic operations | |
| case class Complex(a: Double, b: Double){ | |
| // represents the complex number a + b*i | |
| def +(that: Complex) = that match { case Complex(x,y) => Complex(a+x,b+y) } | |
| def *(that: Complex) = that match { case Complex(x,y) => Complex(a*x-b*y,a*y+x*b) } | |
| def abs = Math.sqrt(this.a*this.a + this.b*this.b) | |
| } | |
| def run(n: Int, level: Int) : Seq[Byte] = { | |
| @tailrec | |
| def divergenceSpeed(z: Complex, c: Complex, level: Int)(isDiverging: Complex => Boolean): Int = level match { | |
| case 0 => 0 | |
| case l if isDiverging(z) => l | |
| case l => divergenceSpeed(z * z + c, c , l-1)(isDiverging) | |
| } | |
| def px2axis(x: Int, y: Int, max: Int) = Complex(-2.0 + x*3.0/max, -1.5 + y*3.0/max) | |
| for { | |
| y0 <- 0 until n | |
| x0 <- 0 until n | |
| } yield { | |
| val z = Complex(0,0) | |
| val c = px2axis(x0,y0,n) | |
| divergenceSpeed(z,c,level){ (_:Complex).abs > 2 } match { | |
| case 0 => 0.toByte | |
| case _ => 255.toByte | |
| } | |
| } | |
| } | |
| def main(args: Array[String]) { | |
| val level = args(0).toInt | |
| val pixels = args(1).toInt | |
| val result = run(pixels, level) | |
| val out = new FileOutputStream("scalaimage.pgm") | |
| out.write(("P5\n"+pixels+" "+pixels+"\n255\n").getBytes()) | |
| out.write(result.to[Array]) | |
| out.close | |
| } | |
| } |
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