Tu *_*ang 6 java time complexity-theory
因此,在编码涉及时间复杂度的图像处理功能时,我有一个随机的问题.以下是我原始的代码片段:
long start = System.currentTimeMillis();
for (int i = 0; i < newWidth; i++) {
for (int j = 0; j < newHeight; j++) {
double x = i * scaleX;
double y = j * scaleY;
double xdiff = x - (int) x;
double ydiff = y - (int) y;
int xf = (int) Math.floor(x);
int xc = (int) Math.ceil(x);
int yf = (int) Math.floor(y);
int yc = (int) Math.ceil(y);
double out = inputArray[xf][yf] * (1 - xdiff) * (1 - ydiff)
+ inputArray[xc][yf] * xdiff * (1 - ydiff)
+ inputArray[xf][yc] * (1 - xdiff) * ydiff
+ inputArray[xc][yc] * xdiff * ydiff;
outputArray[i][j] = (int) out;
}
}
long elapsed = System.currentTimeMillis() - start;
System.out.println("Time used: " + elapsed);
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在推出该代码后,我想知道是否更快不为楼层和天花板值创建4个临时变量,而是直接在数组索引中计算它们.所以我这样修改了它:
long start = System.currentTimeMillis();
for (int i = 0; i < newWidth; i++) {
for (int j = 0; j < newHeight; j++) {
double x = i * scaleX;
double y = j * scaleY;
double xdiff = x - (int) x;
double ydiff = y - (int) y;
double out = inputArray[(int) Math.floor(x)][(int) Math.floor(y)] * (1 - xdiff) * (1 - ydiff)
+ inputArray[(int) Math.ceil(x)][(int) Math.floor(y)] * xdiff * (1 - ydiff)
+ inputArray[(int) Math.floor(x)][(int) Math.ceil(y)] * (1 - xdiff) * ydiff
+ inputArray[(int) Math.ceil(x)][(int) Math.ceil(y)] * xdiff * ydiff;
outputArray[i][j] = (int) out;
}
}
long elapsed = System.currentTimeMillis() - start;
System.out.println("Time used: " + elapsed);
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我期待后者更快(因为你不必写一个临时变量然后访问它)但事实证明,后者至少比前一代码慢2.5倍.使用的测试用例是1024x768 img的3倍变焦.
前代码:使用时间:812后代码:使用时间:2140
那么时差的原因是什么?
问:在第一种情况下,您调用了多少次“floor”和“ceil”?第二个案例?;)
问:我想知道这是否会比第一种情况运行得更快:
long start = System.currentTimeMillis();
for (int i = 0; i < newWidth; i++) {
double x = i * scaleX;
double xdiff = x - (int) x;
int xf = (int) Math.floor(x);
int xc = (int) Math.ceil(x);
for (int j = 0; j < newHeight; j++) {
double y = j * scaleY;
double ydiff = y - (int) y;
int yf = (int) Math.floor(y);
int yc = (int) Math.ceil(y);
double out = inputArray[xf][yf] * (1 - xdiff) * (1 - ydiff)
+ inputArray[xc][yf] * xdiff * (1 - ydiff)
+ inputArray[xf][yc] * (1 - xdiff) * ydiff
+ inputArray[xc][yc] * xdiff * ydiff;
outputArray[i][j] = (int) out;
}
}
long elapsed = System.currentTimeMillis() - start;
System.out.println("Time used: " + elapsed);
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