Add base types

Implement JsNumber
This commit is contained in:
mStar aka a person 2024-01-25 11:50:00 +01:00
commit de3e998808
13 changed files with 322 additions and 0 deletions

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.gitignore vendored Normal file
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/target

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[package]
name = "capibara-engine"
version = "0.1.0"
edition = "2021"
# See more keys and their definitions at https://doc.rust-lang.org/cargo/reference/manifest.html
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TODO.md Normal file
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# Todos
## Stage 1
- [ ] Js interpreter (for [EMCA Script 2023](https://tc39.es/ecma262/2023))
- [ ] Js into token stream/tree
- [ ] Stack handling
- [ ] Token stream/tree interpretation
## Stage 2
- [ ] Update interpreter to latest stable ECMA script version
## Stage 3
- [ ] Deep type tracing
## Stage 4
- [ ] Typscript support
## Stage 5
- [ ] Precompile as much as possible
## Stage 6
- [ ] Profit?
## Comments
- Have to add wasm somewhere

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src/data_types/array.rs Normal file
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use super::VariableContent;
#[derive(Debug)]
pub struct JsArray {
pub values: Vec<VariableContent>
}

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use num_bigint::BigInt;
#[derive(Debug)]
pub struct JsBigInt {
pub value: BigInt
}

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src/data_types/bool.rs Normal file
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#[derive(Debug)]
pub struct JsBool {
pub value: bool
}
pub const TRUE: JsBool = JsBool{
value: true,
};
pub const FALSE: JsBool = JsBool{
value: false,
};

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src/data_types/mod.rs Normal file
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use self::{big_int::JsBigInt, bool::JsBool, number::JsNumber, object::JsObject, string::JsString, symbol::JsSymbol};
pub mod bool;
pub mod string;
pub mod symbol;
pub mod number;
pub mod big_int;
pub mod object;
pub mod array;
#[derive(Debug, Default)]
pub enum VariableContent {
#[default]
Undefined,
Null,
Value(ValueType),
}
#[derive(Debug)]
pub enum ValueType {
Bool(JsBool),
String(JsString),
Symbol(JsSymbol),
Number(JsNumber),
BigInt(JsBigInt),
Object(JsObject),
}

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src/data_types/number.rs Normal file
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use super::{bool::JsBool, string::JsString};
use widestring::{utf16str, Utf16String};
#[derive(Debug, Clone, Copy)]
pub struct JsNumber {
pub value: f64
}
pub const NAN: JsNumber = JsNumber{
value: f64::NAN,
};
// Implements https://tc39.es/ecma262/2023/#table-numeric-type-ops
impl JsNumber {
pub fn unary_minus(&self) -> JsNumber {
jsnum_math_op(&self, &self, |x, _| -x)
}
pub fn bitwise_not(&self) -> JsNumber {
jsnum_math_op(&self, &self, |x, _| !i64::from(x.floor() as i64) as f64)
}
pub fn exponentiate(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| x.powf(*y))
}
pub fn multiply(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| x * y)
}
pub fn divide(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| x % y)
}
pub fn add(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| x + y)
}
pub fn pre_add(&mut self) -> JsNumber {
return if self.value.is_nan() {
return NAN.clone()
} else {
self.value += 1.0;
self.clone()
}
}
pub fn post_add(&mut self) -> JsNumber {
return if self.value.is_nan() {
return NAN.clone()
} else {
let old = self.clone();
self.value += 1.0;
old
}
}
pub fn subtract(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| x - y)
}
pub fn pre_subtract(&mut self) -> JsNumber {
return if self.value.is_nan() {
return NAN.clone()
} else {
self.value -= 1.0;
self.clone()
}
}
pub fn post_subtract(&mut self) -> JsNumber {
return if self.value.is_nan() {
return NAN.clone()
} else {
let old = self.clone();
self.value -= 1.0;
old
}
}
pub fn left_shift(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| ((x.floor() as i64) << (y.floor() as i64)) as f64)
}
pub fn right_shift_signed(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| ((x.floor() as i64) >> (y.floor() as i64)) as f64)
}
pub fn right_shift_unsigned(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| (((x.floor() as i64) as u64) >> (y.floor() as i64)) as f64)
}
pub fn less_than(&self, x: &JsNumber) -> JsBool {
jsnum_comp_op(&self, &x, |x, y| x < y)
}
pub fn equal(&self, x: &JsNumber) -> JsBool {
jsnum_comp_op(&self, &x, |x, y| x == y)
}
pub fn same_value(&self, x: &JsNumber) -> JsBool {
JsBool { value: std::ptr::eq(self, x) }
}
pub fn bitwise_and(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| ((x.floor() as i64) & (y.floor() as i64)) as f64)
}
pub fn bitwise_xor(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| ((x.floor() as i64) ^ (y.floor() as i64)) as f64)
}
pub fn bitwise_or(&self, x: &JsNumber) -> JsNumber {
jsnum_math_op(&self, &x, |x, y| ((x.floor() as i64) | (y.floor() as i64)) as f64)
}
pub fn to_string(&self) -> JsString {
if self.value.is_infinite() {
JsString{
value: utf16str!("Infinity").to_owned()
}
} else if self.value.is_nan() {
JsString{
value: utf16str!("NaN").to_owned()
}
} else {
JsString{
value: Utf16String::from_str(&self.value.to_string())
}
}
}
}
fn jsnum_math_op<F>(x: &JsNumber, y: &JsNumber, f: F) -> JsNumber where
F: Fn(&f64, &f64) -> f64
{
if x.value.is_nan() || y.value.is_nan() {
NAN.clone()
} else {
let value = f(&x.value, &y.value);
JsNumber{
value
}
}
}
fn jsnum_comp_op<F>(x: &JsNumber, y: &JsNumber, f: F) -> JsBool where
F: Fn(&f64, &f64) -> bool
{
if x.value.is_nan() || y.value.is_nan() {
super::bool::FALSE
} else {
let value = f(&x.value, &y.value);
JsBool{
value
}
}
}

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src/data_types/object.rs Normal file
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use std::collections::HashMap;
#[derive(Debug)]
pub struct JsObject {
pub value: HashMap<String, super::VariableContent>
}

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src/data_types/string.rs Normal file
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use widestring::Utf16String;
#[derive(Debug)]
pub struct JsString {
pub value: Utf16String,
}

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src/data_types/symbol.rs Normal file
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#[derive(Debug)]
pub struct JsSymbol {
pub value: f64, // TODO: Understand what symbol is and turn this into a representation for those
}

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mod data_types;