The 42 Philosophers problem is a synchronization and concurrency challenge that extends the classic Dining Philosophers problem to a larger group of philosophers. The problem requires finding a solution that allows all the philosophers to eat without deadlock or starvation, even as the number of philosophers increases.
Here are the things you need to know if you want to succeed this assignment:
- One or more philosophers sit at a round table.
There is a large bowl of spaghetti in the middle of the table.
- The philosophers alternatively eat, think, or sleep.
While they are eating, they are not thinking nor sleeping;
while thinking, they are not eating nor sleeping;
and, of course, while sleeping, they are not eating nor thinking.
- There are also forks on the table. There are as many forks as philosophers.
- Because serving and eating spaghetti with only one fork is very inconvenient, a
philosopher takes their right and their left forks to eat, one in each hand.
- When a philosopher has finished eating, they put their forks back on the table and
start sleeping. Once awake, they start thinking again. The simulation stops when
a philosopher dies of starvation.
- Every philosopher needs to eat and should never starve.
- Philosophers don’t speak with each other.
- Philosophers don’t know if another philosopher is about to die.
- No need to say that philosophers should avoid dying!
- Each philosopher should be a thread.
- There is one fork between each pair of philosophers. Therefore, if there are several philosophers, each philosopher has a fork on their left side and a fork on their right side. If there is only one philosopher, there should be only one fork on the table.
- To prevent philosophers from duplicating forks, you should protect the forks state with a mutex for each of them.
The program of the bonus part takes the same arguments as the mandatory program. It has to comply with the requirements of the Global rules chapter.
- All the forks are put in the middle of the table.
- They have no states in memory but the number of available forks is represented by a semaphore.
- Each philosopher should be a process. But the main process should not be a philosopher.