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import java.util.Stack; | |
public class Q3_6{ | |
public static void main(String[] args){ | |
Stack<Integer> test = new Stack<Integer>(); | |
test.push(5); | |
test.push(2); | |
test.push(3); | |
test.push(1); | |
test.push(4); | |
test.push(6); | |
Stack<Integer> result = sortByMerge(test, 6); | |
assert isSorted(result); | |
} | |
static boolean isSorted(Stack<Integer> stack){ | |
if(stack.size()==0) | |
return true; | |
while(stack.size()>1){ | |
int x = stack.pop(); | |
if(x<stack.peek()) | |
return false; | |
} | |
return true; | |
} | |
static void sort(Stack<Integer> s){ | |
Stack<Integer> buffer = new Stack<Integer>(); | |
while(!s.isEmpty()){ | |
int temp = s.pop(); | |
while(!buffer.isEmpty() && temp > buffer.peek()){ | |
s.push(buffer.pop()); | |
} | |
buffer.push(temp); | |
} | |
while(!buffer.isEmpty()){ | |
s.push(buffer.pop()); | |
} | |
} | |
static Stack<Integer> sortByMerge(Stack<Integer> s, int size){ | |
if(size <= 1){ | |
return s; | |
} | |
Stack<Integer> buffer = new Stack<Integer>(); | |
int half = size/2; | |
for(int i = half; i >0; i--){ | |
buffer.push(s.pop()); | |
} | |
Stack<Integer> sortedS = sortByMerge(s,size-half); | |
Stack<Integer> sortedBuffer = sortByMerge(buffer, half); | |
return merge(sortedS,sortedBuffer); | |
} | |
static Stack<Integer> merge(Stack<Integer> s1,Stack<Integer> s2){ | |
Stack<Integer> buffer = new Stack<Integer>(); | |
while(!s1.isEmpty() && !s2.isEmpty()){ | |
if(s1.peek()>s2.peek()) | |
buffer.push(s1.pop()); | |
else buffer.push(s2.pop()); | |
} | |
if(!s1.isEmpty()){ | |
while(!s1.isEmpty()) | |
buffer.push(s1.pop()); | |
} | |
if(!s2.isEmpty()){ | |
while(!s2.isEmpty()) | |
buffer.push(s2.pop()); | |
} | |
while(!buffer.isEmpty()){ | |
s1.push(buffer.pop()); | |
} | |
return s1; | |
} | |
} |
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