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Peterson algorithm in Java?
I am trying to implement a lock in Java (lock interface) in the lines of petersen method. What is the simplest possible non-reentrant implementation to guarantee mutual exclusion.
flag[0] = 0;
flag[1] = 0;
turn;
P0: flag[0] = 1; P1: flag[1] = 1;
turn = 1; turn = 0;
while (flag[1] == 1 && turn == 1) while (flag[0] == 1 && turn == 0)
{ {
// busy wait // busy wait
} }
// critical section // critical section
... ...
// end of critical section // end of critical section
flag[0] = 0; flag[1] = 0;
I am using the above algorithm (from wiki). It doesn't seem to work as I am getting many data races despite using volatile flag and turn variables. What are the things to take care of?
Here the code:
public class TestLock implements Lock {
private final long thread1ID;
private final long thread2ID;
private volatile AtomicIntegerArray flagArr = new AtomicIntegerArray(50);
private volatile long turn = 0;
private volatile long currentThreadID = 0;
public TestLock(Thread thread1, Thread thread2) {
thread1ID = t0.getId();
thread2ID = t1.getId();
flagArr.set((int)thread1ID, 0);
flagArr.set((int)thread2ID, 0);
}
public void lock() {
currentThreadID = Thread.currentThread().getId();
flagArr.set((int)Thread.currentThread().getId(), 1);
turn = next();
while(turn == next() && flagArr.get((int)next()) == 1)
{
System.out.println(Thread.currentThread().getId()+" waiting");
}
//critical section
System.out.println(Thread.currentThread().getId()+" executing");
}
private long next() {
return Thread.currentThread().getId() == thread1ID ? thread2ID : thread1ID;
}
public void unlock() {
flagArr.set((int)Thread.currentThread().getId(), 0);
}
}