use crate::lexer::{Lexer, Token}; #[derive(Debug, PartialEq)] pub enum ExprAST { /// Number - Expression class for numeric literals like "1.0". Number(f64), /// Variable - Expression class for referencing a variable, like "a". Variable(String), /// Binary - Expression class for a binary operator. Binary(char, Box, Box), /// Call - Expression class for function calls. Call(String, Vec>), } /// PrototypeAST - This class represents the "prototype" for a function, /// which captures its name, and its argument names (thus implicitly the number /// of arguments the function takes). #[derive(Debug)] pub struct PrototypeAST(String, Vec); /// FunctionAST - This class represents a function definition itself. #[derive(Debug)] pub struct FunctionAST(Box, Box); /// Parse result with String as Error type (to be compliant with tutorial). type ParseResult = Result; pub struct Parser where I: Iterator, { lexer: Lexer, cur_tok: Option, } impl Parser where I: Iterator, { pub fn new(lexer: Lexer) -> Self { Parser { lexer, cur_tok: None, } } // ----------------------- // Simple Token Buffer // ----------------------- /// Implement the global variable `int CurTok;` from the tutorial. /// /// # Panics /// Panics if the parser doesn't have a current token. pub fn cur_tok(&self) -> &Token { self.cur_tok.as_ref().expect("Parser: Expected cur_token!") } /// Advance the `cur_tok` by getting the next token from the lexer. /// /// Implement the fucntion `int getNextToken();` from the tutorial. pub fn get_next_token(&mut self) { self.cur_tok = Some(self.lexer.gettok()); } // ---------------------------- // Basic Expression Parsing // ---------------------------- /// numberexpr ::= number /// /// Implement `std::unique_ptr ParseNumberExpr();` from the tutorial. fn parse_num_expr(&mut self) -> ParseResult> { match *self.cur_tok() { Token::Number(num) => { // Consume the number token. self.get_next_token(); Ok(Box::new(ExprAST::Number(num))) } _ => unreachable!(), } } /// parenexpr ::= '(' expression ')' /// /// Implement `std::unique_ptr ParseParenExpr();` from the tutorial. fn parse_paren_expr(&mut self) -> ParseResult> { // Eat '(' token. assert_eq!(*self.cur_tok(), Token::Char('(')); self.get_next_token(); let v = self.parse_expression()?; if *self.cur_tok() == Token::Char(')') { // Eat ')' token. self.get_next_token(); Ok(v) } else { Err("expected ')'".into()) } } /// identifierexpr /// ::= identifier /// ::= identifier '(' expression* ')' /// /// Implement `std::unique_ptr ParseIdentifierExpr();` from the tutorial. fn parse_identifier_expr(&mut self) -> ParseResult> { let id_name = match self.cur_tok.take() { Some(Token::Identifier(id)) => { // Consume identifier. self.get_next_token(); id } _ => unreachable!(), }; if *self.cur_tok() != Token::Char('(') { // Simple variable reference. Ok(Box::new(ExprAST::Variable(id_name))) } else { // Call. // Eat '(' token. self.get_next_token(); let mut args: Vec> = Vec::new(); // If there are arguments collect them. if *self.cur_tok() != Token::Char(')') { loop { let arg = self.parse_expression()?; args.push(arg); if *self.cur_tok() == Token::Char(')') { // Eat ')' token. self.get_next_token(); break; } if *self.cur_tok() != Token::Char(',') { return Err("Expected ')' or ',' in argument list".into()); } self.get_next_token(); } } Ok(Box::new(ExprAST::Call(id_name, args))) } } /// primary /// ::= identifierexpr /// ::= numberexpr /// ::= parenexpr /// /// Implement `std::unique_ptr ParsePrimary();` from the tutorial. fn parse_primary(&mut self) -> ParseResult> { match *self.cur_tok() { Token::Identifier(_) => self.parse_identifier_expr(), Token::Number(_) => self.parse_num_expr(), Token::Char('(') => self.parse_paren_expr(), _ => Err("unknown token when expecting an expression".into()), } } // ----------------------------- // Binary Expression Parsing // ----------------------------- /// /// expression /// ::= primary binoprhs /// /// Implement `std::unique_ptr ParseExpression();` from the tutorial. fn parse_expression(&mut self) -> ParseResult> { let lhs = self.parse_primary()?; self.parse_bin_op_rhs(0, lhs) } /// binoprhs /// ::= ('+' primary)* /// /// Implement `std::unique_ptr ParseBinOpRHS(int ExprPrec, std::unique_ptr LHS);` from the tutorial. fn parse_bin_op_rhs( &mut self, expr_prec: isize, mut lhs: Box, ) -> ParseResult> { loop { let tok_prec = get_tok_precedence(self.cur_tok()); // Not a binary operator or precedence is too small. if tok_prec < expr_prec { return Ok(lhs); } let binop = match self.cur_tok.take() { Some(Token::Char(c)) => { // Eat binary operator. self.get_next_token(); c } _ => unreachable!(), }; // lhs BINOP1 rhs BINOP2 remrhs // ^^^^^^ ^^^^^^ // tok_prec next_prec // // In case BINOP1 has higher precedence, we are done here and can build a 'Binary' AST // node between 'lhs' and 'rhs'. // // In case BINOP2 has higher precedence, we take 'rhs' as 'lhs' and recurse into the // 'remrhs' expression first. // Parse primary expression after binary operator. let mut rhs = self.parse_primary()?; let next_prec = get_tok_precedence(self.cur_tok()); if tok_prec < next_prec { // BINOP2 has higher precedence thatn BINOP1, recurse into 'remhs'. rhs = self.parse_bin_op_rhs(tok_prec + 1, rhs)? } lhs = Box::new(ExprAST::Binary(binop, lhs, rhs)); } } // -------------------- // Parsing the Rest // -------------------- /// prototype /// ::= id '(' id* ')' /// /// Implement `std::unique_ptr ParsePrototype();` from the tutorial. fn parse_prototype(&mut self) -> ParseResult> { let id_name = match self.cur_tok.take() { Some(Token::Identifier(id)) => { // Consume the identifier. self.get_next_token(); id } other => { // Plug back current token. self.cur_tok = other; return Err("Expected function name in prototype".into()); } }; if *self.cur_tok() != Token::Char('(') { return Err("Expected '(' in prototype".into()); } let mut args: Vec = Vec::new(); loop { self.get_next_token(); match self.cur_tok.take() { Some(Token::Identifier(arg)) => args.push(arg), other => { self.cur_tok = other; break; } } } if *self.cur_tok() != Token::Char(')') { return Err("Expected ')' in prototype".into()); } // Consume ')'. self.get_next_token(); Ok(Box::new(PrototypeAST(id_name, args))) } /// definition ::= 'def' prototype expression /// /// Implement `std::unique_ptr ParseDefinition();` from the tutorial. pub fn parse_definition(&mut self) -> ParseResult> { // Consume 'def' token. assert_eq!(*self.cur_tok(), Token::Def); self.get_next_token(); let proto = self.parse_prototype()?; let expr = self.parse_expression()?; Ok(Box::new(FunctionAST(proto, expr))) } /// external ::= 'extern' prototype /// /// Implement `std::unique_ptr ParseExtern();` from the tutorial. pub fn parse_extern(&mut self) -> ParseResult> { // Consume 'extern' token. assert_eq!(*self.cur_tok(), Token::Extern); self.get_next_token(); self.parse_prototype() } /// toplevelexpr ::= expression /// /// Implement `std::unique_ptr ParseTopLevelExpr();` from the tutorial. pub fn parse_top_level_expr(&mut self) -> ParseResult> { let e = self.parse_expression()?; let proto = Box::new(PrototypeAST("".into(), Vec::new())); Ok(Box::new(FunctionAST(proto, e))) } } /// Get the binary operator precedence. /// /// Implement `int GetTokPrecedence();` from the tutorial. fn get_tok_precedence(tok: &Token) -> isize { match tok { Token::Char('<') => 10, Token::Char('+') => 20, Token::Char('-') => 20, Token::Char('*') => 40, _ => -1, } } #[cfg(test)] mod test { use super::{ExprAST, Parser}; use crate::lexer::Lexer; fn parser(input: &str) -> Parser { let l = Lexer::new(input.chars()); let mut p = Parser::new(l); // Drop initial coin, initialize cur_tok. p.get_next_token(); p } #[test] fn parse_number() { let mut p = parser("13.37"); assert_eq!(p.parse_num_expr(), Ok(Box::new(ExprAST::Number(13.37f64)))); } #[test] fn parse_variable() { let mut p = parser("foop"); assert_eq!( p.parse_identifier_expr(), Ok(Box::new(ExprAST::Variable("foop".into()))) ); } #[test] fn parse_primary() { let mut p = parser("1337 foop \n bla(123)"); assert_eq!(p.parse_primary(), Ok(Box::new(ExprAST::Number(1337f64)))); assert_eq!( p.parse_primary(), Ok(Box::new(ExprAST::Variable("foop".into()))) ); assert_eq!( p.parse_primary(), Ok(Box::new(ExprAST::Call( "bla".into(), vec![Box::new(ExprAST::Number(123f64))] ))) ); } #[test] fn parse_binary_op() { // Operator before RHS has higher precedence, expected AST // // - // / \ // + c // / \ // a b let mut p = parser("a + b - c"); let binexpr_ab = Box::new(ExprAST::Binary( '+', Box::new(ExprAST::Variable("a".into())), Box::new(ExprAST::Variable("b".into())), )); let binexpr_abc = Box::new(ExprAST::Binary( '-', binexpr_ab, Box::new(ExprAST::Variable("c".into())), )); assert_eq!(p.parse_expression(), Ok(binexpr_abc)); } #[test] fn parse_binary_op2() { // Operator after RHS has higher precedence, expected AST // // + // / \ // a * // / \ // b c let mut p = parser("a + b * c"); let binexpr_bc = Box::new(ExprAST::Binary( '*', Box::new(ExprAST::Variable("b".into())), Box::new(ExprAST::Variable("c".into())), )); let binexpr_abc = Box::new(ExprAST::Binary( '+', Box::new(ExprAST::Variable("a".into())), binexpr_bc, )); assert_eq!(p.parse_expression(), Ok(binexpr_abc)); } }