Hopefully made math recursively work and added FasmCodegen
struct.
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parent
1a8d7498e5
commit
dd1bc0b478
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@ -2,6 +2,7 @@
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name = "skylang"
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version = "0.1.0"
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edition = "2021"
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channel = "nightly"
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[lib]
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proc-macro = true
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@ -1,66 +0,0 @@
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#![allow(warnings)]
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pub mod lex;
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pub mod codegen;
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use crate::codegen::fasm::*;
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use crate::lex::tok::*;
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use crate::parse::ast::*;
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use crate::parse::parse::*;
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use logos::Logos;
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pub mod parse;
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macro_rules! arrow {
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($spaces:expr) => {
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println!("{}↓", $spaces);
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}
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}
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fn main() {
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// let fc = fasm_codegen!(
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// vec![
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// Expr::VarDefinition(VarDefinition {name: "goren", value: Value::Number(10)}),
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// Expr::MathExpr(Math {
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// left: &Value::Var(VarReference { name: "goren"}),
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// right: &Value::Number(17),
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// operator: MathOperator::OP_MULT
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// }
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// ),
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// Expr::FunDefinition(FunDefinition {
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// name: "adder", contents: vec![
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// Expr::MathExpr(
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// Math {
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// left: &Value::Param(ParamReference {param_number: 0}),
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// right: &Value::Param(ParamReference {param_number: 1}),
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// operator: MathOperator::OP_ADD
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// }
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// )
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// ]
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// }),
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// Expr::FunCall(
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// FunCall {
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// name: "adder",
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// params: vec![Value::Var(VarReference {name: "goren"}), Value::Number(6)]
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// }
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// ),
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// Expr::Breakpoint
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// ]
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// );
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// println!("{}", fc);
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let parsed = "30 * 60";
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let mut lexer = Token::lexer(parsed);
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println!("\"{}\"", parsed);
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arrow!(" ");
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println!("{:?}", lex_str(parsed));
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arrow!(" ");
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let parsed = parse_math(lexer);
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println!("{:?}", parsed);
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arrow!(" ");
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println!("{}", fasm_codegen!(&vec![parsed.unwrap()]));
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}
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@ -1,20 +1,31 @@
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use crate::parse::ast::*;
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use std::rc::Rc;
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use skylang::temp;
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#[macro_export]
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const REGISTERS: [&str; 9] = ["r10", "r11", "r12", "r13", "r14", "r15", "rax", "rdi", "rsi"];
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pub struct FasmCodegen {
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register_counter: usize
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}
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impl FasmCodegen {
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pub fn new() -> Self {
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FasmCodegen {
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register_counter: 0,
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}
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}
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pub fn fasm_codegen(&mut self, exprs: &Vec<Expr>, not_a_function: bool) -> String {
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macro_rules! fasm_codegen {
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// Macro to make calling fasm_codegen function easier.
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($exprs:expr) => {
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fasm_codegen($exprs, true)
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};
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($exprs:expr) => {{
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self.fasm_codegen($exprs, true)
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}};
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(fun: $exprs:expr) => {
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fasm_codegen($exprs, false)
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}
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(fun: $exprs:expr) => {{
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self.fasm_codegen($exprs, false)
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}};
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}
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pub fn fasm_codegen(exprs: &Vec<Expr>, not_a_function: bool) -> String {
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// Define asm_func, used for functions.
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let mut asm_func = String::new();
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// Define asm_data, used for variables.
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@ -44,21 +55,23 @@ pub fn fasm_codegen(exprs: &Vec<Expr>, not_a_function: bool) -> String {
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// If the expression is a math expression.
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Expr::MathExpr(e) => {
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unwrap!(e.left);
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asm_start.push_str(format!("\tmov r10, rax\n").as_str());
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self.register_counter += 1;
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asm_start.push_str(format!("\tmov {}, rax\n", REGISTERS[self.register_counter]).as_str());
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unwrap!(e.right);
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asm_start.push_str(format!("\tmov r11, rax\n").as_str());
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self.register_counter += 1;
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asm_start.push_str(format!("\tmov {}, rax\n", REGISTERS[self.register_counter]).as_str());
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match e.operator {
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// If the operator is addition.
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MathOperator::OP_ADD => {
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asm_start.push_str("\tadd r10, r11\n");
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asm_start.push_str("\tmov rax, r10\n");
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asm_start.push_str(format!("\tadd {}, {}\n", REGISTERS[self.register_counter - 1], REGISTERS[self.register_counter]).as_str());
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asm_start.push_str(format!("\tmov rax, {}\n", REGISTERS[self.register_counter - 1]).as_str());
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// r10 ← r10 + r11; rax ← r10;
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// The sum will now be stored in the %rax register.
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},
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// If the operator is multiplication.
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MathOperator::OP_MULT => {
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asm_start.push_str("\timul r10, r11\n");
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asm_start.push_str("\tmov rax, r10\n");
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asm_start.push_str(format!("\timul {}, {}\n", REGISTERS[self.register_counter - 1], REGISTERS[self.register_counter]).as_str());
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asm_start.push_str(format!("\tmov rax, {}\n", REGISTERS[self.register_counter - 1]).as_str());
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// r10 ← r10 * r11; rax ← r10;
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// The product will now be stored in the %rax register.
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},
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@ -232,3 +245,5 @@ pub fn fasm_codegen(exprs: &Vec<Expr>, not_a_function: bool) -> String {
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asm
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}
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}
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@ -1,3 +1,4 @@
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#![feature(associated_type_bounds)]
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#![allow(warnings)]
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pub mod lex;
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@ -51,7 +52,7 @@ fn main() {
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// println!("{}", fc);
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let parsed = "30 * 60";
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let parsed = "3*10+5";
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let mut lexer = Token::lexer(parsed);
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@ -62,6 +63,6 @@ fn main() {
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let parsed = parse_math(lexer);
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println!("{:?}", parsed);
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arrow!(" ");
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println!("{}", fasm_codegen!(&vec![parsed.unwrap()]));
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println!("{}", FasmCodegen::new().fasm_codegen(&vec![parsed.unwrap()], true));
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}
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@ -10,27 +10,18 @@ macro_rules! unwrap {
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}
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}
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#[macro_export]
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macro_rules! parse_value {
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($parse:expr) => {
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parse_value(&($parse.next(), $parse.slice()))
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}
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}
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pub fn parse_math(mut tokens: Lexer<Token>) -> Option<Expr> {
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// Is it a Value? → Is it an operator? → Is it a value?
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if let Some(left) = parse_value!(tokens) {
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if let Some(operator) = match_operator(&mut tokens) {
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if let Some(right) = parse_value!(tokens) {
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let left = Rc::new(left);
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let right = Rc::new(right);
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return Some(Expr::MathExpr(Math {left: left, right: right, operator}))
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if let Some(Ok(Number(left))) = tokens.next() {
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if let Some(op) = match_operator(&mut tokens) {
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if let Some(right) = parse_math(tokens) {
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return Some(Expr::MathExpr(Math {left: Rc::new(Expr::Number(left)), right: Rc::new(right), operator: op}));
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}
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} else {
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return Some(Expr::Number(left));
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}
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}
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}
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None
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}
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@ -52,50 +43,17 @@ pub fn parse_global_declaration(mut tokens: Lexer<Token>) -> Option<Expr> {
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tok
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}
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pub fn parse_value<'a>(token: &(Option<Result<Token, ()>>, &'a str)) -> Option<Expr<'a>> {
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if let Some(Ok(tt)) = &token.0 {
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let mut value = None;
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if let Number(n) = tt {
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value = Some(Expr::Number(*n));
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} else if *tt == Identifier {
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value = Some(Expr::Var(VarReference { name: token.1 }));
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}
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value
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} else {
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return None;
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}
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}
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pub fn parse_fun_call(mut tokens: Lexer<Token>) -> Option<Expr> {
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// Is it an Ident? → Is it a LeftParen? → Is it a value (I should really make a function to parse that) or is it a RightParen?
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// ↓ ↓
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// If it's a value, push that to `params`. Otherwise, params will just be a `Vec::new()`.
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let mut tok = None;
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if unwrap!(tokens) == Identifier {
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let name = tokens.slice();
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if unwrap!(tokens) == LeftParen {
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let mut params = Vec::new();
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while let Some(value) = parse_value!(tokens) {
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params.push(Rc::new(value));
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}
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tok = Some(Expr::FunCall(FunCall {name, params: params.clone()}));
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}
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}
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tok
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}
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pub fn match_operator(tokens: &mut Lexer<Token>) -> Option<MathOperator> {
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match unwrap!(tokens) {
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if let Some(Ok(token)) = tokens.next() {
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return match token {
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Plus => Some(MathOperator::OP_ADD),
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Minus => Some(MathOperator::OP_SUB),
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Slash => Some(MathOperator::OP_DIV),
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Star => Some(MathOperator::OP_MULT),
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Percent => Some(MathOperator::OP_MOD),
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_ => None
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};
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}
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None
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}
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