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java - 内存:Rememo

转载 作者:行者123 更新时间:2023-11-29 09:06:04 24 4
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数组memo[][] 返回memo[X][Y] 中的布料。我已经测试了这个类,它似乎只存储了适合 memo[X][Y] 的第一 block 布料,但我希望它返回适合 memo 的最有值(value)的布料[X][Y]。我该怎么做?

class ClothCutter {
static ArrayList <Pattern> patterns; //array of patterns to try
static Cloth maxCloth; //the maximum cloth
static Cloth memo[][]; // memo for maximum cloth (X,Y), memo[X][Y]
int width;
int height;

//Constructor
public ClothCutter(int w, int h,ArrayList<Pattern> p) {
width = w;
height = h;
patterns = p;
maxCloth = new Cloth(w,h);
memo = new Cloth [w+1][h+1];
for (int i = 0; i<patterns.size();i++) {
Pattern z = patterns.get(i);
System.out.println(z.name);
Cloth m = new Cloth(z.width,z.height);
m.add(z);
memo[z.width][z.height]=m;
System.out.println(memo[z.width][z.height].value);
}
}

public Cloth optimize() {
return optimize(maxCloth);
}

public Cloth optimize(Cloth c){
Cloth temp1 = new Cloth();
Cloth temp2 = new Cloth();
Cloth max = new Cloth(c.width,c.height);//temporary max

if (memo[c.width][c.height]!=null) // return memo if there is one
return memo[c.width][c.height];
if (c.width==0||c.height==0) //if (X||Y ==0)
memo[c.width][c.height]=max;
return max;
}

for (int i=0;i<patterns.size();i++) { //for each pattern
Pattern p = patterns.get(i);
if (p.width<=c.width && p.height<=c.height) {
if (p.width<c.width) {
//if the pattern's width is less than the cloth's width
Cloth a = new Cloth(c.width-p.width,c.height);//cut vertically
a.pattern = p;
Cloth b = new Cloth(p.width,c.height);//remainder after vertical cut
b.pattern = p;

temp2=optimize(b);//recurse
temp1=optimize(a);//recurse
}
if (c.width==p.width) {
//if the cloth's width is equal to a patterns with start cutting horizontally
Cloth a = new Cloth(c.width,c.height-p.height);//horizontal cut
a.pattern=p;
Cloth b = new Cloth(c.width,p.height);//remainder after horizontal cut
b.pattern = p;
temp2=optimize(b);//recurse
temp1=optimize(a);//recurse
}
if (temp1.value+temp2.value>max.value) {
//if the value of the optimal cloths is greater than the value of max
max.add(temp1,temp2);//add the two cloths to max
max.pattern = p;
if (max.width == maxCloth.width && max.height == maxCloth.height && maxCloth.value < max.value)
// if the max dimentions is equal to maxCloth dimetions and the value of the maxCloth is less than max
maxCloth=max;//set maxCloth to max
}
}
}

if (memo[max.width][max.height]==null) //if memo is equal to null
memo[max.width][max.height]=max;// create memo
return max;
}

最佳答案

你的代码让我有点困惑,无法快速找出问题,但我只是为我的 friend 写了这个伪代码,当我运行我的代码时,我总是得到正确的最优值。或许你可以比较一下!

optimize() {

Rectangle memo[width][height]
optimize(0,0,totalwidth, totalheight, memo)
}

optimize(x, y, width, height, memo) {

if memo[width][height] != null
return memo[width][height]

rect = new Rectangle(width, height, value = 0)
for each pattern {

//find vertical cut solution
leftVerticalRect = optimize (x, y + pattern.height, pattern.width, height-pattern.height,memo)
rightVerticalRect = optimize(x + pattern.width, y, width-pattern.width, height)
verticalcut = new Cut(x + pattern.width, y, x + pattern.width, y + height)

//find horizontal cut solution
topHorizontalRect = optimize ( --parameters-- )
bottomHortizonalRect = optimize( --parameters--)
horizontalcut = new Cut( --parameters--)

//see which solution is more optimal
if (leftVerticalRect.val + rightVerticalRect.val > topHorizontalRect.val + bottomHorizontalRect.val)
subprobsolution = vertical cut solution
else
subprobsolution = horizontal cut solution

//see if the solution found is greater than previous solutions to this subproblem
if (subprobsolution.value + pattern.value > rect.value) {
rect.subrect1 = subprobsolutionrect1
rect.subrect2 = subprobsolutionrect2
rect.pattern = pattern
rect.cut = subprobsolutioncut
rect.value = rect.subrect1.value + rect.subrect2.value + rect.pattern.value
}
}

memo[width][height] = rect
return rect
}

关于java - 内存:Rememo,我们在Stack Overflow上找到一个类似的问题: https://stackoverflow.com/questions/14991945/

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