[][src]Crate len_constraints

About

This crate implements traits and types that allows you to implement type-pinned length constraints in your API.

Why?

How often have you seen APIs like this?

This example is not tested
// BAD EXAMPLE!

fn encrypt(buf: &mut[u8], plaintext: &[u8], key: &[u8], nonce: &[u8])
	-> Result<usize, Box<dyn Error + 'static>>
{
	// Validate parameters
	if plaintext.len() > 65_635 { Err("Plaintext is too large")? }
	if buf.len() < plaintext.len() + 16 { Err("Buffer is smaller than plaintext length")? }
	if key.len() != 32 { Err("Invalid key size")? }
	if nonce.len() != 12 { Err("Invalid nonce size")? }

	// Do sth.
	unimplemented!()
}

As you can see, this API is pretty opaque and requires a lot of manual checks.

Of course s.o. could use array references:

This example is not tested
// MEH EXAMPLE...

fn encrypt(buf: &mut[u8], plaintext: &[u8], key: &[u8; 32], nonce: &[u8; 12])
	-> Result<usize, Box<dyn Error + 'static>>
{
	// Validate parameters
	if plaintext.len() > 65_635 { Err("Plaintext is too large")? }
	if buf.len() < plaintext.len() + 16 { Err("Buffer is smaller than plaintext length")? }

	// Do sth.
	unimplemented!()
}

But array references also have their disadvantages. They are not suitable for multiple valid lengths (allow anything in 16..=32) nor can they represent relative relationships. Also converting between other data types and arrays can get annoying.

len_constraints tries to solve this problem:

// GOOD EXAMPLE :D

use std::{ convert::TryInto, error::Error };
use len_constraints::{
	slice_mut::RelativeMut, slice::{ Fixed, Ranged },
	type_math::{ Add, _0, _12, _16, _32, _65536 }
};

fn encrypt(buf: RelativeMut<u8, Add, _16>, plaintext: Ranged<u8, _0, _65536>,
	key: Fixed<u8, _32>, nonce: Fixed<u8, _12>) -> Result<usize, Box<Error + 'static>>
{
	// Get buffer (we do this here because there may not be a relationship at an earlier stage)
	let buf = buf.get_slice_mut(plaintext.len())?;

	// Do sth.
	Ok(7)
}

fn main() -> Result<(), Box<Error + 'static>> {
	// Parameters
	let mut buf: &mut[u8] = &mut[0; 9 + 16];
	let plaintext: &[u8] = b"Testolope";
	let key: &[u8] = &[0; 32];
	let nonce = "12 byte Nonc".as_bytes();

	// Call function
	encrypt(buf.into(), plaintext.try_into()?, key.try_into()?, nonce.try_into()?)?;
	Ok(())
}

As you can see, we now can describe complex relationships in the function signature – this makes the API more transparent and removes the need for manual (and error-prone) parameter validation.

Re-exports

pub use self::type_math::TypeNum;
pub use self::type_math::Operator;

Modules

slice

Some wrappers for immutable slices with various length constraints

slice_mut

Some wrappers for mutable slices with various length constraints

type_math

The TypeNum and Operator traits which can be used as type arguments as well as some predefined numbers and operators.

Macros

constraints

Convert multiple variables in-place into their constrained representation

type_num

Creates a new type number representing $value with $name as identifier

Structs

ConstraintViolation

A constraint violation error