fixit 0.1.1

Converts infix (human-readable) expression tokens into postfix (Reverse Polish Notation) order
Documentation
#![deny(missing_docs)]
//! Converts infix tokens to postfix tokens, otherwise known as <https://en.wikipedia.org/wiki/Reverse_Polish_notation>.
//!
//! This library does not do parsing or execution of expressions, but only filters/reorders tokens to allow stack-based execution.
//! The (possibly less efficient) alternative to stack-based execution usually involves walking an expression tree.
//!
//! # Example
//! ```
//! use fixit::{BinaryOperator, InfixToken, convert};
//!
//! // Define your own operand: it could be anything.
//! type MyOperand = f32;
//!
//! // Define your own operator.
//! enum MyBinaryOp {
//!     Add,
//!     Sub,
//!     Mul,
//!     Div,
//! }
//!
//! // Assign a precedence to each operator
//! impl BinaryOperator for MyBinaryOp {
//!     fn precedence(&self) -> u8 {
//!         match self {
//!             MyBinaryOp::Add => 1,
//!             MyBinaryOp::Sub => 1,
//!             MyBinaryOp::Mul => 2,
//!             MyBinaryOp::Div => 2,
//!         }
//!     }
//! }
//!
//! type MyInfixToken = InfixToken<MyOperand, MyBinaryOp>;
//!
//! // The incoming `expr` tokens could have been parsed from a string via a crate like `nom` or `pest`.
//! // Parsing an expression like "a + b * c + d" should give:
//! // vec![
//! //     InfixToken::Operand("a"), InfixToken::BinaryOp(MyBinaryOp::Add), InfixToken::Operand("b"),
//! //     InfixToken::BinaryOp(MyBinaryOp::Mul),
//! //     InfixToken::Operand("c"), InfixToken::BinaryOp(MyBinaryOp::Add), InfixToken::Operand("d")
//! // ]
//! fn example(expr: Vec<MyInfixToken>) {
//!     // Convert to postfix. The result will contain:
//!     // vec![
//!     //     PostfixToken::Operand("a"),
//!     //     PostfixToken::Operand("b"),
//!     //     PostfixToken::Operand("c"),
//!     //     PostfixToken::BinaryOp(MyBinaryOp::Mul),
//!     //     PostfixToken::BinaryOp(MyBinaryOp::Add),
//!     //     PostfixToken::Operand("d"),
//!     //     PostfixToken::BinaryOp(MyBinaryOp::Add)
//!     // ]
//!     let postfix_tokens = convert(expr);
//!
//!     // We don't aim to provide a full explanation of postfix expressions here, but
//!     // the expression can now be evaluated by iterating over postfix tokens,
//!     // pushing and popping values off a stack.
//! }
//! ```

mod algorithm;
mod tokens;

pub use algorithm::{convert, ConvertError};
pub use tokens::{BinaryOperator, InfixToken, PostfixToken};