Write some more about runetime
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@ -29,6 +29,7 @@ struct node_num {
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struct node_global {
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struct node_base base;
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int32_t arity;
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void (*function)(struct stack*);
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};
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@ -44,7 +45,81 @@ struct node_data {
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};
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struct node_base* alloc_node() {
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node_base* new_node = malloc(sizeof(struct node_app));
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struct node_base* new_node = malloc(sizeof(struct node_app));
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assert(new_node != NULL);
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return new_node;
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}
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struct stack {
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size_t size;
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size_t count;
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struct node_base** data;
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};
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void stack_init(struct stack* s) {
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s->size = 0;
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s->count = 0;
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s->data = malloc(sizeof(*s->data) * s->size);
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assert(s->data != NULL);
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}
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void stack_free(struct stack* s) {
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free(s->data);
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}
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void stack_push(struct stack* s, struct node_base* n) {
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while(s->count >= s->size) {
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s->data = realloc(s->data, sizeof(*s->data) * (s->size *= 2));
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assert(s->data != NULL);
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}
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s->data[s->count++] = n;
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}
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struct node_base* stack_pop(struct stack* s) {
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assert(s->count > 0);
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s->count--;
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}
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struct node_base* stack_peek(struct stack* s, size_t o) {
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assert(s->count > o);
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return s->data[s->count - o - 1];
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}
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void stack_popn(struct stack* s, size_t n) {
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assert(s->count >= n);
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s->count -= n;
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}
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void stack_slide(struct stack* s, size_t n) {
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assert(s->count > n);
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s->data[s->count - n - 1] = s->data[s->count - 1];
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s->count -= n;
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}
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void stack_update(struct stack* s, size_t o) {
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assert(s->count > o + 1);
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struct node_ind* ind = (struct node_ind*) s->data[s->count - o - 2];
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ind->base.tag = NODE_IND;
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ind->next = s->data[s->count -= 1];
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}
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void stack_alloc(struct stack* s, size_t o) {
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while(o--) {
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struct node_ind* new_node = (struct node_ind*) alloc_node();
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new_node->base.tag = NODE_IND;
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new_node->next = NULL;
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stack_push(s, (struct node_base*) new_node);
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}
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}
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void eval(struct node_base* n);
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extern void f_main(struct stack* s);
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int main(int argc, char** argv) {
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struct node_global* first_node = (struct node_global*) alloc_node();
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first_node->base.tag = NODE_GLOBAL;
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first_node->arity = 0;
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first_node->function = f_main;
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eval((struct node_base*) first_node);
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}
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@ -48,7 +48,7 @@ implementation of the G-machine compilation.
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We can start working on an implementation of the runtime right now,
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beginning with the nodes:
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{{< codelines "C++" "compiler/07/runtime.c" 5 46 >}}
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{{< codelines "C++" "compiler/07/runtime.c" 5 51 >}}
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We have a variety of different nodes that can be on the stack, but without
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the magic of C++'s `vtable` and RTTI, we have to take care of the bookkeeping
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@ -66,3 +66,40 @@ to be any node. We do this because we sometimes mutate nodes (replacing
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expressions with the results of their evaluation), changing their type.
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We then want to be able to change a node without reallocating memory.
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Since the biggest node we have is `node_app`, that's the one we choose.
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We now move on to implement some stack operations. Let's list them off:
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* `stack_init` and `stack_free` - one allocates memory for the stack,
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the other releases it.
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* `stack_push`, `stack_pop` and `stack_peek` - the classic stack operations.
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We have `_peek` to take an offset, so we can peek relative to the top of the stack.
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* `stack_popn` - pop off some number of nodes instead of one.
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* `stack_slide` - the slide we specified in the semantics. Keeps the top, deletes the
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next several nodes.
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* `stack_update` - turns the node at the offset into an indirection to the result,
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which we will use for lazy evaluation (modifying expressions with their reduced forms).
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* `stack_alloc` - allocate indirection nodes on the stack. We will use this later.
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Here's the implementation:
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{{< codelines "C++" "compiler/07/runtime.c" 53 113 >}}
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Let's not talk about how this will connect to the code we generate. To get
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a quick example, consider the `node_global` struct that we have declared above.
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It has a member `function`, which is a __function pointer__ to a function
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that takes a stack and returns void.
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When we finally generate machine code for each of the functions
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we have in our program, it will be made up of sequences of G-machine
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operations expressed using assembly instructions. These instructions will still
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have to manipulate the G-machine stack (they still represent G-machine operations!),
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and thus, the resulting assembly subroutine will take as parameter a stack. It will
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then construct the function's graph on that stack, as we've already seen. Thus,
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we express a compiled top-level function as a subroutine that takes a stack,
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and returns void. A global node holds in it the pointer to the function that it will call.
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When our program will start, it will assume that there exists a top-level
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function `main` that takes 0 parameters. It will take that function, call it
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to produce the initial graph, and then let the unwind loop take care of the evaluation.
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Thus, our program will initially look like this:
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{{< codelines "C++" "compiler/07/runtime.c" 117 125 >}}
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