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use crate::{ToWolfram, WolframValue}; use num::{bigint::Sign, rational::Ratio, BigInt, BigUint, Complex}; use std::{ collections::{BTreeMap, BTreeSet, HashMap, HashSet, LinkedList, VecDeque}, intrinsics::transmute, }; impl ToWolfram for WolframValue { fn to_wolfram(&self) -> WolframValue { self.clone() } } impl ToWolfram for bool { fn to_wolfram(&self) -> WolframValue { if *self { WolframValue::symbol("True") } else { WolframValue::symbol("False") } } } impl ToWolfram for String { fn to_wolfram(&self) -> WolframValue { self.as_str().to_wolfram() } } impl ToWolfram for &str { fn to_wolfram(&self) -> WolframValue { WolframValue::String(Box::from(*self)) } } impl ToWolfram for char { fn to_wolfram(&self) -> WolframValue { unsafe { std::str::from_utf8_unchecked(&[*self as u8]).to_wolfram() } } } impl ToWolfram for i8 { fn to_wolfram(&self) -> WolframValue { WolframValue::Integer8(*self) } } impl ToWolfram for i16 { fn to_wolfram(&self) -> WolframValue { WolframValue::Integer16(*self) } } impl ToWolfram for i32 { fn to_wolfram(&self) -> WolframValue { WolframValue::Integer32(*self) } } impl ToWolfram for i64 { fn to_wolfram(&self) -> WolframValue { WolframValue::Integer64(*self) } } impl ToWolfram for i128 { fn to_wolfram(&self) -> WolframValue { WolframValue::integer(*self) } } impl ToWolfram for u8 { fn to_wolfram(&self) -> WolframValue { if *self <= 127 { (*self as i8).to_wolfram() } else { (*self as i16).to_wolfram() } } } impl ToWolfram for u16 { fn to_wolfram(&self) -> WolframValue { if *self <= 32767 { (*self as i16).to_wolfram() } else { (*self as i32).to_wolfram() } } } impl ToWolfram for u32 { fn to_wolfram(&self) -> WolframValue { if *self <= 2147483647 { (*self as i32).to_wolfram() } else { (*self as i64).to_wolfram() } } } impl ToWolfram for u64 { fn to_wolfram(&self) -> WolframValue { if *self <= 9223372036854775807 { (*self as i64).to_wolfram() } else { WolframValue::integer(*self) } } } impl ToWolfram for u128 { fn to_wolfram(&self) -> WolframValue { WolframValue::integer(*self) } } impl ToWolfram for isize { fn to_wolfram(&self) -> WolframValue { WolframValue::integer(*self as i64) } } impl ToWolfram for usize { fn to_wolfram(&self) -> WolframValue { WolframValue::integer(*self as u64) } } impl ToWolfram for BigUint { fn to_wolfram(&self) -> WolframValue { BigInt::from_biguint(Sign::NoSign, self.clone()).to_wolfram() } } impl ToWolfram for BigInt { fn to_wolfram(&self) -> WolframValue { WolframValue::BigInteger(self.clone()) } } impl ToWolfram for f32 { fn to_wolfram(&self) -> WolframValue { WolframValue::Decimal64(unsafe { transmute::<_, [u8; 8]>(*self as f64) }) } } impl ToWolfram for f64 { fn to_wolfram(&self) -> WolframValue { WolframValue::Decimal64(unsafe { transmute::<_, [u8; 8]>(*self) }) } } impl<T: ToWolfram + Clone> ToWolfram for Ratio<T> { fn to_wolfram(&self) -> WolframValue { let r = vec![(*self.numer()).clone(), (*self.denom()).clone()]; WolframValue::function("Rational", r) } } impl<T: ToWolfram + Copy> ToWolfram for Complex<T> { fn to_wolfram(&self) -> WolframValue { let r = vec![self.re, self.im]; WolframValue::function("Complex", r) } } impl<T: ToWolfram> ToWolfram for Vec<T> { fn to_wolfram(&self) -> WolframValue { WolframValue::list(self.iter().map(|s| s.to_wolfram()).collect()) } } impl<T: ToWolfram> ToWolfram for VecDeque<T> { fn to_wolfram(&self) -> WolframValue { WolframValue::list(self.iter().map(|s| s.to_wolfram()).collect()) } } impl<T: ToWolfram> ToWolfram for LinkedList<T> { fn to_wolfram(&self) -> WolframValue { WolframValue::list(self.iter().map(|s| s.to_wolfram()).collect()) } } impl<T: ToWolfram> ToWolfram for HashSet<T> { fn to_wolfram(&self) -> WolframValue { WolframValue::list(self.iter().map(|s| s.to_wolfram()).collect()) } } impl<T: ToWolfram> ToWolfram for BTreeSet<T> { fn to_wolfram(&self) -> WolframValue { WolframValue::list(self.iter().map(|s| s.to_wolfram()).collect()) } } impl<K, V> ToWolfram for BTreeMap<K, V> where K: ToWolfram, V: ToWolfram, { fn to_wolfram(&self) -> WolframValue { let ref rule = WolframValue::Rule; let mut map = BTreeMap::new(); for (k, v) in self { map.insert(k.to_wolfram(), (rule.clone(), v.to_wolfram())); } WolframValue::Association(map) } } impl<K, V> ToWolfram for HashMap<K, V> where K: ToWolfram, V: ToWolfram, { fn to_wolfram(&self) -> WolframValue { let ref rule = WolframValue::Rule; let mut map = BTreeMap::new(); for (k, v) in self { map.insert(k.to_wolfram(), (rule.clone(), v.to_wolfram())); } WolframValue::Association(map) } }