# Dining Philosophers

For our second project, let’s look at a classic concurrency problem. It’s called ‘the dining philosophers’. It was originally conceived by Dijkstra in 1965, but we’ll use a lightly adapted version from this paper by Tony Hoare in 1985.

In ancient times, a wealthy philanthropist endowed a College to accommodate five eminent philosophers. Each philosopher had a room in which they could engage in their professional activity of thinking; there was also a common dining room, furnished with a circular table, surrounded by five chairs, each labelled by the name of the philosopher who was to sit in it. They sat anticlockwise around the table. To the left of each philosopher there was laid a golden fork, and in the centre stood a large bowl of spaghetti, which was constantly replenished. A philosopher was expected to spend most of their time thinking; but when they felt hungry, they went to the dining room, sat down in their own chair, picked up their own fork on their left, and plunged it into the spaghetti. But such is the tangled nature of spaghetti that a second fork is required to carry it to the mouth. The philosopher therefore had also to pick up the fork on their right. When they were finished they would put down both their forks, get up from their chair, and continue thinking. Of course, a fork can be used by only one philosopher at a time. If the other philosopher wants it, they just have to wait until the fork is available again.

This classic problem shows off a few different elements of concurrency. The reason is that it's actually slightly tricky to implement: a simple implementation can deadlock. For example, let's consider a simple algorithm that would solve this problem:

1. A philosopher picks up the fork on their left.
2. They then pick up the fork on their right.
3. They eat.
4. They return the forks.

Now, let’s imagine this sequence of events:

1. Philosopher 1 begins the algorithm, picking up the fork on their left.
2. Philosopher 2 begins the algorithm, picking up the fork on their left.
3. Philosopher 3 begins the algorithm, picking up the fork on their left.
4. Philosopher 4 begins the algorithm, picking up the fork on their left.
5. Philosopher 5 begins the algorithm, picking up the fork on their left.
6. ... ? All the forks are taken, but nobody can eat!

There are different ways to solve this problem. We’ll get to our solution in the tutorial itself. For now, let’s get started modelling the problem itself. We’ll start with the philosophers:

struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } } fn main() { let p1 = Philosopher::new("Judith Butler"); let p2 = Philosopher::new("Gilles Deleuze"); let p3 = Philosopher::new("Karl Marx"); let p4 = Philosopher::new("Emma Goldman"); let p5 = Philosopher::new("Michel Foucault"); }
```struct Philosopher {
name: String,
}

impl Philosopher {
fn new(name: &str) -> Philosopher {
Philosopher {
name: name.to_string(),
}
}
}

fn main() {
let p1 = Philosopher::new("Judith Butler");
let p2 = Philosopher::new("Gilles Deleuze");
let p3 = Philosopher::new("Karl Marx");
let p4 = Philosopher::new("Emma Goldman");
let p5 = Philosopher::new("Michel Foucault");
}
```

Here, we make a `struct` to represent a philosopher. For now, a name is all we need. We choose the `String` type for the name, rather than `&str`. Generally speaking, working with a type which owns its data is easier than working with one that uses references.

Let’s continue:

fn main() { struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } } }
```impl Philosopher {
fn new(name: &str) -> Philosopher {
Philosopher {
name: name.to_string(),
}
}
}
```

This `impl` block lets us define things on `Philosopher` structs. In this case, we define an ‘associated function’ called `new`. The first line looks like this:

fn main() { struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } } }
```fn new(name: &str) -> Philosopher {
```

We take one argument, a `name`, of type `&str`. This is a reference to another string. It returns an instance of our `Philosopher` struct.

fn main() { struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } } }
```Philosopher {
name: name.to_string(),
}
```

This creates a new `Philosopher`, and sets its `name` to our `name` argument. Not just the argument itself, though, as we call `.to_string()` on it. This will create a copy of the string that our `&str` points to, and give us a new `String`, which is the type of the `name` field of `Philosopher`.

Why not accept a `String` directly? It’s nicer to call. If we took a `String`, but our caller had a `&str`, they’d have to call this method themselves. The downside of this flexibility is that we always make a copy. For this small program, that’s not particularly important, as we know we’ll just be using short strings anyway.

One last thing you’ll notice: we just define a `Philosopher`, and seemingly don’t do anything with it. Rust is an ‘expression based’ language, which means that almost everything in Rust is an expression which returns a value. This is true of functions as well, the last expression is automatically returned. Since we create a new `Philosopher` as the last expression of this function, we end up returning it.

This name, `new()`, isn’t anything special to Rust, but it is a convention for functions that create new instances of structs. Before we talk about why, let’s look at `main()` again:

struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } } fn main() { let p1 = Philosopher::new("Judith Butler"); let p2 = Philosopher::new("Gilles Deleuze"); let p3 = Philosopher::new("Karl Marx"); let p4 = Philosopher::new("Emma Goldman"); let p5 = Philosopher::new("Michel Foucault"); }
```fn main() {
let p1 = Philosopher::new("Judith Butler");
let p2 = Philosopher::new("Gilles Deleuze");
let p3 = Philosopher::new("Karl Marx");
let p4 = Philosopher::new("Emma Goldman");
let p5 = Philosopher::new("Michel Foucault");
}
```

Here, we create five variable bindings with five new philosophers. These are my favorite five, but you can substitute anyone you want. If we didn’t define that `new()` function, it would look like this:

struct Philosopher { name: String, } fn main() { let p1 = Philosopher { name: "Judith Butler".to_string() }; let p2 = Philosopher { name: "Gilles Deleuze".to_string() }; let p3 = Philosopher { name: "Karl Marx".to_string() }; let p4 = Philosopher { name: "Emma Goldman".to_string() }; let p5 = Philosopher { name: "Michel Foucault".to_string() }; }
```fn main() {
let p1 = Philosopher { name: "Judith Butler".to_string() };
let p2 = Philosopher { name: "Gilles Deleuze".to_string() };
let p3 = Philosopher { name: "Karl Marx".to_string() };
let p4 = Philosopher { name: "Emma Goldman".to_string() };
let p5 = Philosopher { name: "Michel Foucault".to_string() };
}
```

That’s much noisier. Using `new` has other advantages too, but even in this simple case, it ends up being nicer to use.

Now that we’ve got the basics in place, there’s a number of ways that we can tackle the broader problem here. I like to start from the end first: let’s set up a way for each philosopher to finish eating. As a tiny step, let’s make a method, and then loop through all the philosophers, calling it:

struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } fn eat(&self) { println!("{} is done eating.", self.name); } } fn main() { let philosophers = vec![ Philosopher::new("Judith Butler"), Philosopher::new("Gilles Deleuze"), Philosopher::new("Karl Marx"), Philosopher::new("Emma Goldman"), Philosopher::new("Michel Foucault"), ]; for p in &philosophers { p.eat(); } }
```struct Philosopher {
name: String,
}

impl Philosopher {
fn new(name: &str) -> Philosopher {
Philosopher {
name: name.to_string(),
}
}

fn eat(&self) {
println!("{} is done eating.", self.name);
}
}

fn main() {
let philosophers = vec![
Philosopher::new("Judith Butler"),
Philosopher::new("Gilles Deleuze"),
Philosopher::new("Karl Marx"),
Philosopher::new("Emma Goldman"),
Philosopher::new("Michel Foucault"),
];

for p in &philosophers {
p.eat();
}
}
```

Let’s look at `main()` first. Rather than have five individual variable bindings for our philosophers, we make a `Vec<T>` of them instead. `Vec<T>` is also called a ‘vector’, and it’s a growable array type. We then use a `for` loop to iterate through the vector, getting a reference to each philosopher in turn.

In the body of the loop, we call `p.eat()`, which is defined above:

fn main() { fn eat(&self) { println!("{} is done eating.", self.name); } }
```fn eat(&self) {
println!("{} is done eating.", self.name);
}
```

In Rust, methods take an explicit `self` parameter. That’s why `eat()` is a method, but `new` is an associated function: `new()` has no `self`. For our first version of `eat()`, we just print out the name of the philosopher, and mention they’re done eating. Running this program should give you the following output:

``````Judith Butler is done eating.
Gilles Deleuze is done eating.
Karl Marx is done eating.
Emma Goldman is done eating.
Michel Foucault is done eating.
``````

Easy enough, they’re all done! We haven’t actually implemented the real problem yet, though, so we’re not done yet!

Next, we want to make our philosophers not just finish eating, but actually eat. Here’s the next version:

use std::thread; struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } fn eat(&self) { println!("{} is eating.", self.name); thread::sleep_ms(1000); println!("{} is done eating.", self.name); } } fn main() { let philosophers = vec![ Philosopher::new("Judith Butler"), Philosopher::new("Gilles Deleuze"), Philosopher::new("Karl Marx"), Philosopher::new("Emma Goldman"), Philosopher::new("Michel Foucault"), ]; for p in &philosophers { p.eat(); } }
```use std::thread;

struct Philosopher {
name: String,
}

impl Philosopher {
fn new(name: &str) -> Philosopher {
Philosopher {
name: name.to_string(),
}
}

fn eat(&self) {
println!("{} is eating.", self.name);

println!("{} is done eating.", self.name);
}
}

fn main() {
let philosophers = vec![
Philosopher::new("Judith Butler"),
Philosopher::new("Gilles Deleuze"),
Philosopher::new("Karl Marx"),
Philosopher::new("Emma Goldman"),
Philosopher::new("Michel Foucault"),
];

for p in &philosophers {
p.eat();
}
}
```

Just a few changes. Let’s break it down.

fn main() { use std::thread; }
```use std::thread;
```

`use` brings names into scope. We’re going to start using the `thread` module from the standard library, and so we need to `use` it.

fn main() { fn eat(&self) { println!("{} is eating.", self.name); thread::sleep_ms(1000); println!("{} is done eating.", self.name); } }
```    fn eat(&self) {
println!("{} is eating.", self.name);

println!("{} is done eating.", self.name);
}
```

We now print out two messages, with a `sleep_ms()` in the middle. This will simulate the time it takes a philosopher to eat.

If you run this program, you should see each philosopher eat in turn:

``````Judith Butler is eating.
Judith Butler is done eating.
Gilles Deleuze is eating.
Gilles Deleuze is done eating.
Karl Marx is eating.
Karl Marx is done eating.
Emma Goldman is eating.
Emma Goldman is done eating.
Michel Foucault is eating.
Michel Foucault is done eating.
``````

Excellent! We’re getting there. There’s just one problem: we aren’t actually operating in a concurrent fashion, which is a core part of the problem!

To make our philosophers eat concurrently, we need to make a small change. Here’s the next iteration:

use std::thread; struct Philosopher { name: String, } impl Philosopher { fn new(name: &str) -> Philosopher { Philosopher { name: name.to_string(), } } fn eat(&self) { println!("{} is eating.", self.name); thread::sleep_ms(1000); println!("{} is done eating.", self.name); } } fn main() { let philosophers = vec![ Philosopher::new("Judith Butler"), Philosopher::new("Gilles Deleuze"), Philosopher::new("Karl Marx"), Philosopher::new("Emma Goldman"), Philosopher::new("Michel Foucault"), ]; let handles: Vec<_> = philosophers.into_iter().map(|p| { thread::spawn(move || { p.eat(); }) }).collect(); for h in handles { h.join().unwrap(); } }
```use std::thread;

struct Philosopher {
name: String,
}

impl Philosopher {
fn new(name: &str) -> Philosopher {
Philosopher {
name: name.to_string(),
}
}

fn eat(&self) {
println!("{} is eating.", self.name);

println!("{} is done eating.", self.name);
}
}

fn main() {
let philosophers = vec![
Philosopher::new("Judith Butler"),
Philosopher::new("Gilles Deleuze"),
Philosopher::new("Karl Marx"),
Philosopher::new("Emma Goldman"),
Philosopher::new("Michel Foucault"),
];

let handles: Vec<_> = philosophers.into_iter().map(|p| {
p.eat();
})
}).collect();

for h in handles {
h.join().unwrap();
}
}
```

All we’ve done is change the loop in `main()`, and added a second one! Here’s the first change:

fn main() { let handles: Vec<_> = philosophers.into_iter().map(|p| { thread::spawn(move || { p.eat(); }) }).collect(); }
```let handles: Vec<_> = philosophers.into_iter().map(|p| {
p.eat();
})
}).collect();
```

While this is only five lines, they’re a dense five. Let’s break it down.

fn main() { let handles: Vec<_> = }
```let handles: Vec<_> =
```

We introduce a new binding, called `handles`. We’ve given it this name because we are going to make some new threads, and that will return some handles to those threads that let us control their operation. We need to explicitly annotate the type here, though, due to an issue we’ll talk about later. The `_` is a type placeholder. We’re saying “`handles` is a vector of something, but you can figure out what that something is, Rust.”

fn main() { philosophers.into_iter().map(|p| { }
```philosophers.into_iter().map(|p| {
```

We take our list of philosophers and call `into_iter()` on it. This creates an iterator that takes ownership of each philosopher. We need to do this to pass them to our threads. We take that iterator and call `map` on it, which takes a closure as an argument and calls that closure on each element in turn.

fn main() { thread::spawn(move || { p.eat(); }) }
```    thread::spawn(move || {
p.eat();
})
```

Here’s where the concurrency happens. The `thread::spawn` function takes a closure as an argument and executes that closure in a new thread. This closure needs an extra annotation, `move`, to indicate that the closure is going to take ownership of the values it’s capturing. Primarily, the `p` variable of the `map` function.

Inside the thread, all we do is call `eat()` on `p`. Also note that the call to `thread::spawn` lacks a trailing semicolon, making this an expression. This distinction is important, yielding the correct return value. For more details, read Expressions vs. Statements.

fn main() { }).collect(); }
```}).collect();
```

Finally, we take the result of all those `map` calls and collect them up. `collect()` will make them into a collection of some kind, which is why we needed to annotate the return type: we want a `Vec<T>`. The elements are the return values of the `thread::spawn` calls, which are handles to those threads. Whew!

fn main() { for h in handles { h.join().unwrap(); } }
```for h in handles {
h.join().unwrap();
}
```

At the end of `main()`, we loop through the handles and call `join()` on them, which blocks execution until the thread has completed execution. This ensures that the threads complete their work before the program exits.

If you run this program, you’ll see that the philosophers eat out of order! We have multi-threading!

``````Gilles Deleuze is eating.
Gilles Deleuze is done eating.
Emma Goldman is eating.
Emma Goldman is done eating.
Michel Foucault is eating.
Judith Butler is eating.
Judith Butler is done eating.
Karl Marx is eating.
Karl Marx is done eating.
Michel Foucault is done eating.
``````

But what about the forks? We haven’t modeled them at all yet.

To do that, let’s make a new `struct`:

fn main() { use std::sync::Mutex; struct Table { forks: Vec<Mutex<()>>, } }
```use std::sync::Mutex;

struct Table {
forks: Vec<Mutex<()>>,
}
```

This `Table` has a vector of `Mutex`es. A mutex is a way to control concurrency: only one thread can access the contents at once. This is exactly the property we need with our forks. We use an empty tuple, `()`, inside the mutex, since we’re not actually going to use the value, just hold onto it.

Let’s modify the program to use the `Table`:

use std::thread; use std::sync::{Mutex, Arc}; struct Philosopher { name: String, left: usize, right: usize, } impl Philosopher { fn new(name: &str, left: usize, right: usize) -> Philosopher { Philosopher { name: name.to_string(), left: left, right: right, } } fn eat(&self, table: &Table) { let _left = table.forks[self.left].lock().unwrap(); let _right = table.forks[self.right].lock().unwrap(); println!("{} is eating.", self.name); thread::sleep_ms(1000); println!("{} is done eating.", self.name); } } struct Table { forks: Vec<Mutex<()>>, } fn main() { let table = Arc::new(Table { forks: vec![ Mutex::new(()), Mutex::new(()), Mutex::new(()), Mutex::new(()), Mutex::new(()), ]}); let philosophers = vec![ Philosopher::new("Judith Butler", 0, 1), Philosopher::new("Gilles Deleuze", 1, 2), Philosopher::new("Karl Marx", 2, 3), Philosopher::new("Emma Goldman", 3, 4), Philosopher::new("Michel Foucault", 0, 4), ]; let handles: Vec<_> = philosophers.into_iter().map(|p| { let table = table.clone(); thread::spawn(move || { p.eat(&table); }) }).collect(); for h in handles { h.join().unwrap(); } }
```use std::thread;
use std::sync::{Mutex, Arc};

struct Philosopher {
name: String,
left: usize,
right: usize,
}

impl Philosopher {
fn new(name: &str, left: usize, right: usize) -> Philosopher {
Philosopher {
name: name.to_string(),
left: left,
right: right,
}
}

fn eat(&self, table: &Table) {
let _left = table.forks[self.left].lock().unwrap();
let _right = table.forks[self.right].lock().unwrap();

println!("{} is eating.", self.name);

println!("{} is done eating.", self.name);
}
}

struct Table {
forks: Vec<Mutex<()>>,
}

fn main() {
let table = Arc::new(Table { forks: vec![
Mutex::new(()),
Mutex::new(()),
Mutex::new(()),
Mutex::new(()),
Mutex::new(()),
]});

let philosophers = vec![
Philosopher::new("Judith Butler", 0, 1),
Philosopher::new("Gilles Deleuze", 1, 2),
Philosopher::new("Karl Marx", 2, 3),
Philosopher::new("Emma Goldman", 3, 4),
Philosopher::new("Michel Foucault", 0, 4),
];

let handles: Vec<_> = philosophers.into_iter().map(|p| {
let table = table.clone();

p.eat(&table);
})
}).collect();

for h in handles {
h.join().unwrap();
}
}
```

Lots of changes! However, with this iteration, we’ve got a working program. Let’s go over the details:

fn main() { use std::sync::{Mutex, Arc}; }
```use std::sync::{Mutex, Arc};
```

We’re going to use another structure from the `std::sync` package: `Arc<T>`. We’ll talk more about it when we use it.

fn main() { struct Philosopher { name: String, left: usize, right: usize, } }
```struct Philosopher {
name: String,
left: usize,
right: usize,
}
```

We need to add two more fields to our `Philosopher`. Each philosopher is going to have two forks: the one on their left, and the one on their right. We’ll use the `usize` type to indicate them, as it’s the type that you index vectors with. These two values will be the indexes into the `forks` our `Table` has.

fn main() { fn new(name: &str, left: usize, right: usize) -> Philosopher { Philosopher { name: name.to_string(), left: left, right: right, } } }
```fn new(name: &str, left: usize, right: usize) -> Philosopher {
Philosopher {
name: name.to_string(),
left: left,
right: right,
}
}
```

We now need to construct those `left` and `right` values, so we add them to `new()`.

fn main() { fn eat(&self, table: &Table) { let _left = table.forks[self.left].lock().unwrap(); let _right = table.forks[self.right].lock().unwrap(); println!("{} is eating.", self.name); thread::sleep_ms(1000); println!("{} is done eating.", self.name); } }
```fn eat(&self, table: &Table) {
let _left = table.forks[self.left].lock().unwrap();
let _right = table.forks[self.right].lock().unwrap();

println!("{} is eating.", self.name);

println!("{} is done eating.", self.name);
}
```

We have two new lines. We’ve also added an argument, `table`. We access the `Table`’s list of forks, and then use `self.left` and `self.right` to access the fork at that particular index. That gives us access to the `Mutex` at that index, and we call `lock()` on it. If the mutex is currently being accessed by someone else, we’ll block until it becomes available.

The call to `lock()` might fail, and if it does, we want to crash. In this case, the error that could happen is that the mutex is ‘poisoned’, which is what happens when the thread panics while the lock is held. Since this shouldn’t happen, we just use `unwrap()`.

One other odd thing about these lines: we’ve named the results `_left` and `_right`. What’s up with that underscore? Well, we aren’t planning on using the value inside the lock. We just want to acquire it. As such, Rust will warn us that we never use the value. By using the underscore, we tell Rust that this is what we intended, and it won’t throw a warning.

What about releasing the lock? Well, that will happen when `_left` and `_right` go out of scope, automatically.

fn main() { let table = Arc::new(Table { forks: vec![ Mutex::new(()), Mutex::new(()), Mutex::new(()), Mutex::new(()), Mutex::new(()), ]}); }
```    let table = Arc::new(Table { forks: vec![
Mutex::new(()),
Mutex::new(()),
Mutex::new(()),
Mutex::new(()),
Mutex::new(()),
]});
```

Next, in `main()`, we make a new `Table` and wrap it in an `Arc<T>`. ‘arc’ stands for ‘atomic reference count’, and we need that to share our `Table` across multiple threads. As we share it, the reference count will go up, and when each thread ends, it will go back down.

fn main() { let philosophers = vec![ Philosopher::new("Judith Butler", 0, 1), Philosopher::new("Gilles Deleuze", 1, 2), Philosopher::new("Karl Marx", 2, 3), Philosopher::new("Emma Goldman", 3, 4), Philosopher::new("Michel Foucault", 0, 4), ]; }
```let philosophers = vec![
Philosopher::new("Judith Butler", 0, 1),
Philosopher::new("Gilles Deleuze", 1, 2),
Philosopher::new("Karl Marx", 2, 3),
Philosopher::new("Emma Goldman", 3, 4),
Philosopher::new("Michel Foucault", 0, 4),
];
```

We need to pass in our `left` and `right` values to the constructors for our `Philosopher`s. But there’s one more detail here, and it’s very important. If you look at the pattern, it’s all consistent until the very end. Monsieur Foucault should have `4, 0` as arguments, but instead, has `0, 4`. This is what prevents deadlock, actually: one of our philosophers is left handed! This is one way to solve the problem, and in my opinion, it’s the simplest.

fn main() { let handles: Vec<_> = philosophers.into_iter().map(|p| { let table = table.clone(); thread::spawn(move || { p.eat(&table); }) }).collect(); }
```let handles: Vec<_> = philosophers.into_iter().map(|p| {
let table = table.clone();

p.eat(&table);
})
}).collect();
```

Finally, inside of our `map()`/`collect()` loop, we call `table.clone()`. The `clone()` method on `Arc<T>` is what bumps up the reference count, and when it goes out of scope, it decrements the count. This is needed so that we know how many references to `table` exist across our threads. If we didn’t have a count, we wouldn’t know how to deallocate it.

You’ll notice we can introduce a new binding to `table` here, and it will shadow the old one. This is often used so that you don’t need to come up with two unique names.

With this, our program works! Only two philosophers can eat at any one time, and so you’ll get some output like this:

``````Gilles Deleuze is eating.
Emma Goldman is eating.
Emma Goldman is done eating.
Gilles Deleuze is done eating.
Judith Butler is eating.
Karl Marx is eating.
Judith Butler is done eating.
Michel Foucault is eating.
Karl Marx is done eating.
Michel Foucault is done eating.
``````

Congrats! You’ve implemented a classic concurrency problem in Rust.