diff --git a/compiler/chapter_5.md b/compiler/chapter_5.md new file mode 100644 index 0000000..a3a4425 --- /dev/null +++ b/compiler/chapter_5.md @@ -0,0 +1,249 @@ + +# 5 Make a test program + +To test the evaluator and any future runtimes we'll remake the calculator from chapter 1. + +## 5.1 Hello world + +First, we'll need to setup the parser and evaluator. + +I'll show this example using Deno. + +```ts +const filename = Deno.args[0]; +const text = await Deno.readTextFile(filename); +const parser = new Parser(new Lexer(text)); +const ast = parser.parseStmts(); +const evaluator = new Evaluator(); +evaluator.defineBuiltins(); +evaluator.evalStmts(ast); +``` + +Now we can write source code in a file. +```rs +println("hello world"); +``` +Save it to a file, eg. `program.txt`, run it with the following command. +```sh +deno run -A main.ts program.txt +``` +And it should output the following. +``` +hello world +``` + +## 5.2 Representation in code + +We'll use the same representation in code as we did in chapter one. The following is how it was done in Javascript. + +```js +const expr = { + type: "add", + left: { type: "int", value: 1 }, + right: { + type: "multiply", + left: { type: "int", value: 2 }, + right: { type: "int", value: 3 }, + }, +}; +``` + +To do this is our language, (unless you've implemented struct literals), we'll need to use the `struct` builtin and field expression assignment. + +```rs +let expr = struct(); +expr["type"] = "add"; +expr["left"] = struct(); +expr.left["type"] = "int"; +expr.left["value"] = 1; +expr["right"] = struct(); +expr.right["type"] = "multiply"; +expr.right["left"] = struct(); +expr.right.left["type"] = "int"; +expr.right.left["value"] = 2; +expr.right["right"] = struct(); +expr.right.right["type"] = "int"; +expr.right.right["value"] = 3; +``` + +If we print this value, we should expect an output like the following. +``` +{ type: "add", left: { type: "int", value: 1 }, right: { type: "multiply", left: { type: "int", value: 2 }, right: { type: "int", value: 3 } } } +``` + +## 5.3 Evaluating expressions + +Exactly like in chapter 1, we need a function for evaluating the expression structure described above. + +```rs +fn eval_expr(node) { + if (node.type == "int") { + return node.value; + } + if (node.type == "add") { + let left = eval_expr(node.left); + let right = eval_expr(node.right); + return + left right; + } + if (node.type == "multiply") { + let left = eval_expr(node.left); + let right = eval_expr(node.right); + return * left right; + } + println("unknown expr type"); + exit(1); +} +``` + +### Exercises + +1. Implement `subtract` and `divide`. + + +## 5.4 Parsing source code + +### 5.4.1 Lexer + +```rs +fn char_in_string(ch, val) { + let i = 0; + let val_length = string_len(val); + loop { + if >= i val_len { + break; + } + if == ch val[i] { + return true; + } + i = + i 1; + } + false +} + +fn lex(text) { + let i = 0; + let tokens = array(); + let text_length = array_len(text); + loop { + if >= i text_length { + break; + } + loop { + if not char_in_string(text[i], " \t\n") { + break; + } + i = + i 1; + } + if char_in_string(text[i], "1234567890") { + let text_val = ""; + loop { + if not char_in_string(text[i], "1234567890") { + break; + } + text_val = string_concat(text_val, text[i]); + i = + i 1; + } + let token = struct(); + token["type"] = "int"; + token["value"] = string_to_int(text_val); + array_push(token); + } else if == text[i] "+"[0] { + i = + i 1; + let token = struct(); + token["type"] = "+"[0]; + array_push(token); + } else if == text[i] "*"[0] { + i = + i 1; + let token = struct(); + token["type"] = "*"[0]; + array_push(token); + } else { + println("illegal character"); + exit(1); + } + } + tokens +} +``` + +#### Exercises + +1. Implement `-` and `/` for subtraction and division. +2. \* Add position (line and column number) to each token. +3. \*\* Rewrite lexer into an iterator (eg. use the OOP iterator pattern). + +### 5.4.2 Parser + +```rs +fn parser_new(tokens) { + let self = struct(); + self["tokens"] = tokens; + self["i"] = 0; +} + +fn parser_step(self) { self.i = + self.i 1; } +fn parser_done(self) { >= self.i array_len(self.tokens) } +fn parser_current(self) { self.tokens[self.i] } + +fn parser_parse_expr(self) { + if parser_done(self) { + println("expected expr, got end-of-file"); + exit(1); + } else if == parser_current(self) "+" { + parser_step(self); + let left = parser_parse_expr(self); + let right = parser_parse_expr(self); + let node = struct(); + node["type"] = "add"; + node["left"] = left; + node["right"] = right; + node + } else if == parser_current(self) "*" { + parser_step(self); + let left = parser_parse_expr(self); + let right = parser_parse_expr(self); + let node = struct(); + node["type"] = "multiply"; + node["left"] = left; + node["right"] = right; + node + } else if == parser_current(self) "int" { + let value = this.current().value; + parser_step(self); + node["type"] = "int"; + node["value"] = value; + node + } else { + println("expected expr"); + exit(1); + } +} +``` + + +#### Exercises + +1. Implement subtraction and division. +2. \* Add position (line and column number) to each expression. + +## 5.5 Putting it together + +```rs +let text = "+ 1 2"; + +let tokens = lex(text); +let parser = parser_new(tokens); +let expr = parser_parse_expr(); +let result = eval_expr(expr); +println("result of {} is {}", text, result); +``` + +Running the code, we should expect console output like the following. +``` +result of + 1 2 is 3 +``` + +## Exercises + +1. Make a performance benchmark. +