Trait arithmetic_eval::arith::ArithmeticExt

pub trait ArithmeticExt<T>: Arithmetic<T> + Sized {
    // Provided methods
    fn without_comparisons(self) -> FullArithmetic<T, Self> { ... }
    fn with_natural_comparison(self) -> FullArithmetic<T, Self>
       where T: PartialOrd { ... }
    fn with_comparison(
        self,
        comparison: fn(_: &T, _: &T) -> Option<Ordering>
    ) -> FullArithmetic<T, Self> { ... }
}

Extension trait for Arithmetic allowing to combine the arithmetic with comparisons.

Examples

use arithmetic_eval::arith::{ArithmeticExt, ModularArithmetic};

let base = ModularArithmetic::new(11);

// `ModularArithmetic` requires to define how numbers will be compared -
// and the simplest solution is to not compare them at all.
let program = Untyped::<NumGrammar<u32>>::parse_statements("1 < 3 || 1 >= 3")?;
let module = ExecutableModule::new("test", &program)?;
let env = Environment::with_arithmetic(base.without_comparisons());
assert_eq!(module.with_env(&env)?.run()?, Value::Bool(false));

// We can compare numbers by their integer value. This can lead
// to pretty confusing results, though.
let bogus_arithmetic = base.with_natural_comparison();
let program = Untyped::<NumGrammar<u32>>::parse_statements("
    (x, y, z) = (1, 12, 5);
    x == y && x < z && y > z
")?;
let module = ExecutableModule::new("test", &program)?;
let env = Environment::with_arithmetic(bogus_arithmetic);
assert_eq!(module.with_env(&env)?.run()?, Value::Bool(true));

// It's possible to fix the situation using a custom comparison function,
// which will compare numbers by their residual class.
let less_bogus_arithmetic = base.with_comparison(|&x: &u32, &y: &u32| {
    (x % 11).partial_cmp(&(y % 11))
});
let env = Environment::with_arithmetic(less_bogus_arithmetic);
assert_eq!(module.with_env(&env)?.run()?, Value::Bool(false));

Provided Methods

fn without_comparisons(self) -> FullArithmetic<T, Self>

Combines this arithmetic with a comparison function that assumes any two values are incomparable.

fn with_natural_comparison(self) -> FullArithmetic<T, Self>where T: PartialOrd,

Combines this arithmetic with a comparison function specified by the PartialOrd implementation for T.

fn with_comparison( self, comparison: fn(_: &T, _: &T) -> Option<Ordering> ) -> FullArithmetic<T, Self>

Combines this arithmetic with the specified comparison function.

Implementors

impl<T, A> ArithmeticExt<T> for Awhere A: Arithmetic<T>,