use std::error::Error;

#[derive(Debug, PartialEq, Clone)]
enum Token {
    Number(String),
    Variable(String),
    ImaginaryUnit(),
    Addition(),
    Multiplication(),
    Substraction(),
    Division(),
    Modulo(),
    Exponentiation(),
    Equal(),
    OpenParenthesis(),
    CloseParenthesis(),
}

#[derive(Debug, PartialEq)]
enum TokenType {
    Number(),
    Variable(),
    ImaginaryUnit(),
    Operator(),
    Substraction(),
    OpenParenthesis(),
    CloseParenthesis(),
    Equal(),
}

struct Rational {
    numerator: i128,
    denominator: i128,
}

struct GaussianRational {
    real: Rational,
    imaginary: Rational,
}

/*
   fn tokenize(query: &str) -> Result<Vec<Token>, Box<dyn Error>> {
   let mut tokens: Vec<Token> = vec![];

   for token in query.split(" ") {
   tokens.push(match token {
   "*" => Token::Multiply(),
   "+" => Token::Add(),
   "-" => Token::Substract(),
   "=" => Token::Equal(),
   _ if token.starts_with("X^") => Token::Exponent(token[2..].parse()?),
   _ => Token::Number(token.parse()?),
   });
   }

   Ok(tokens)
   }
   */

fn check_number(my_string: String, i: usize) -> Result<Token, String> {
    println!("Checking number at index {i}");
    if my_string.as_str() == "." {
        return Err(format!("unexpected token: `.` at position {i}"));
    }
    let find = my_string.find(".");
    if let Some(j) = find {
        let find = my_string[j+1..].find(".");
        if let Some(_) = find {
            return Err(format!("unexpected token: `{my_string}` at position {i}"))
        }
    }
    Ok(Token::Number(my_string))
}

fn tokenize(query: &str) -> Result<Vec<Token>, String> {
    let mut tokens: Vec<Token> = vec![];
    let mut my_string = String::new();
    let mut is_last_number = false;
    let mut is_last_variable = false;

    for (i, token) in query.chars().enumerate() {
        let mut is_still_number = false;
        let mut is_still_variable = false;
        let mut is_pop_needed = true;
        match token {
            '+' => tokens.push(Token::Addition()),
            '-' => tokens.push(Token::Substraction()),
            '*' => tokens.push(Token::Multiplication()),
            '/' => tokens.push(Token::Division()),
            '%' => tokens.push(Token::Modulo()),
            '^' => tokens.push(Token::Exponentiation()),
            '=' => tokens.push(Token::Equal()),
            '(' => tokens.push(Token::OpenParenthesis()),
            ')' => tokens.push(Token::CloseParenthesis()),
            'a'..='z' | 'A'..='Z' => {
                if is_last_number == true {
                    let mut tmp_token = None;
                    if is_pop_needed {
                        tmp_token = tokens.pop();
                    }
                    tokens.push(check_number(my_string, i)?);
                    if let Some(tok) = tmp_token {
                        tokens.push(tok);
                    }
                    is_last_number = false;
                    my_string = String::new();
                }
                if is_last_variable == false {
                    is_last_variable = true;
                }
                is_still_variable = true;
                my_string += &token.to_string();
            },
            '0'..='9' | '.' => {
                if is_last_variable == true {
                    let mut tmp_token = None;
                    if is_pop_needed {
                        tmp_token = tokens.pop();
                    }
                    match my_string.as_str() {
                        "i" => tokens.push(Token::ImaginaryUnit()),
                        _ => tokens.push(Token::Variable(my_string)),
                    }
                    if let Some(tok) = tmp_token {
                        tokens.push(tok);
                    }
                    is_last_variable = false;
                    my_string = String::new();
                }
                if is_last_number == false {
                    is_last_number = true;
                }
                is_still_number = true;
                my_string += &token.to_string();
            },
            ' ' => is_pop_needed = false,
            _ => return Err(format!("unexpected token: `{token}` at position {i}")),
        };
        if is_last_variable && !is_still_variable {
            let mut tmp_token = None;
            if is_pop_needed {
                tmp_token = tokens.pop();
            }
            match my_string.as_str() {
                "i" => tokens.push(Token::ImaginaryUnit()),
                _ => tokens.push(Token::Variable(my_string)),
            }
            if let Some(tok) = tmp_token {
                tokens.push(tok);
            }
            is_last_variable = false;
            my_string = String::new();
        }
        else if is_last_number && !is_still_number {
            let mut tmp_token = None;
            if is_pop_needed {
                tmp_token = tokens.pop();
            }
            tokens.push(check_number(my_string, i)?);
            if let Some(tok) = tmp_token {
                tokens.push(tok);
            }
            is_last_number = false;
            my_string = String::new();
        }
    }
    if is_last_variable {
        match my_string.as_str() {
            "i" => tokens.push(Token::ImaginaryUnit()),
            _ => tokens.push(Token::Variable(my_string)),
        }
    }
    else if is_last_number {
        tokens.push(check_number(my_string, query.len())?);
    }

    Ok(tokens)
}

fn get_token_type(token: &Token) -> TokenType {
    match token {
        Token::Number(_) => TokenType::Number(),
        Token::Variable(_) => TokenType::Variable(),
        Token::ImaginaryUnit() => TokenType::ImaginaryUnit(),
        Token::OpenParenthesis() => TokenType::OpenParenthesis(),
        Token::CloseParenthesis() => TokenType::CloseParenthesis(),
        Token::Substraction() => TokenType::Substraction(),
        Token::Equal() => TokenType::Equal(),
        _ => TokenType::Operator(),
    }
}

fn sanitize_tokens(tokens: Vec<Token>) -> Result<Vec<Token>, String> {
    let mut sanitized_tokens: Vec<Token> = vec![];
    let mut last_token_type = None;
    let mut open_close_equal_count = (0, 0, 0);

    for token in tokens {
        let token_type = get_token_type(&token);
        match token_type {
            TokenType::OpenParenthesis() => open_close_equal_count.0 += 1,
            TokenType::CloseParenthesis() => open_close_equal_count.1 += 1,
            TokenType::Equal() => open_close_equal_count.2 += 1,
            _ => (),
        }
        if let Some(last_token_type) = last_token_type {
            match (&last_token_type, &token_type) {
                (TokenType::Number(), TokenType::Variable()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::Number(), TokenType::ImaginaryUnit()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::Number(), TokenType::OpenParenthesis()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::Variable(), TokenType::OpenParenthesis()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::ImaginaryUnit(), TokenType::OpenParenthesis()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::CloseParenthesis(), TokenType::OpenParenthesis()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::CloseParenthesis(), TokenType::Number()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::CloseParenthesis(), TokenType::Variable()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::CloseParenthesis(), TokenType::ImaginaryUnit()) => sanitized_tokens.push(Token::Multiplication()),
                (TokenType::OpenParenthesis(), TokenType::Operator()) => return Err(format!("Error at token {:?}, operator forbidden directly after opening parenthesis", token)),
                (TokenType::Operator(), TokenType::CloseParenthesis()) => return Err(format!("Error at token {:?}, all operators are forbidden directly before closing parenthesis", token)),
                (TokenType::Substraction(), TokenType::CloseParenthesis()) => return Err(format!("Error at token {:?}, all operators are forbidden directly before closing parenthesis", token)),
                (TokenType::OpenParenthesis(), TokenType::CloseParenthesis()) => return Err(format!("Error at token {:?}, empty parentheses", token)),
                (TokenType::OpenParenthesis(), TokenType::OpenParenthesis()) => (),
                (TokenType::CloseParenthesis(), TokenType::CloseParenthesis()) => (),
                _ => {
                    if token_type == last_token_type {
                        return Err(format!("Error at token {:?}, two incompatible tokens type in a row", token));
                    }
                },
            }
        } else if token_type == TokenType::Operator() {
            return Err(format!("Error at token {:?}, query can't start with an operator", token));
        }
        sanitized_tokens.push(token);

        last_token_type = Some(token_type);
    }
    Ok(sanitized_tokens)
}

/*
   pub fn parse(query: &str) -> Result<Vec<f64>, Box<dyn Error>> {
   let tokens = tokenize(query)?;

   let mut degree: Option<usize> = None;
   for token in tokens {
   match token {
   Token::Exponent(n) => {
   if degree == None || degree < Some(n) {
   degree = Some(n);
   }
   }
   _ => (),
   }
   }

   let mut results: Vec<f64> = vec![0.; degree.unwrap() + 1];
   let tokens = tokenize(query)?;
   let mut sign = 1.;
   let mut left = 1.;
   let mut constant = 0.;
   for token in tokens {
   match token {
   Token::Add() => sign = 1.,
   Token::Substract() => sign = -1.,
   Token::Multiply() => (),
   Token::Equal() => {
   left = -1.;
   sign = 1.
   },
   Token::Number(n) => constant = n,
   Token::Exponent(e) => results[e] += sign * left * constant,
   }
   }

   Ok(results)
   }
   */

pub fn parse(query: &str) -> Result<Vec<f64>, Box<dyn Error>> {
    let tokens = tokenize(query)?;
    let sanitized_tokens = sanitize_tokens(tokens)?;
    //let ast = build_ast(tokens);

    println!("{:?}", tokenize(query));

    Ok(vec![])
}

fn print_reduced_form(equation: &Vec<f64>) {
    let mut string = String::from("Reduced form: ");

    for (i, n) in equation.iter().enumerate() {
        let mut n = *n;
        if n < 0. {
            string += " - ";
            n *= -1.;
        } else if i != 0 {
            string += " + ";
        }
        string.push_str(&n.to_string());
        string.push_str(" * X^");
        string.push_str(&i.to_string());
    }
    string += " = 0";

    println!("{string}");
}

fn sqrt(n: f64) -> f64 {
    let mut z = 1.;

    for _ in 0..10 {
        z -= (z * z - n) / (2. * z);
    }

    z
}

fn solve_degree_0(equation: Vec<f64>) {
    if equation[0] == 0. {
        println!("Each real number is a solution.");
    } else {
        println!("There are no solutions to this equation");
    }
}

fn solve_degree_1(equation: Vec<f64>) {
    println!("The solution is:");
    println!("{}", -1. * equation[0] / equation[1]);
}

fn solve_degree_2(equation: Vec<f64>) {
    let delta = equation[1] * equation[1] - 4. * equation[2] * equation[0];

    if delta > 0. {
        let sqrt_delta = sqrt(delta);
        let x1 = (-equation[1] - sqrt_delta) / (2. * equation[2]);
        let x2 = (-equation[1] + sqrt_delta) / (2. * equation[2]);
        println!("Discriminant is strictly positive, the two solutions are:");
        println!("{x1}");
        println!("{x2}");
        //(-b +- sqrt(delta)) / 2a
    } else if delta < 0. {
        let sqrt_delta = sqrt(delta);
        let a = -equation[1] / (2. * equation[2]);
        let b = sqrt_delta / (2. * equation[2]);
        println!("Discriminant is strictly negative, the two complex solutions are:");
        println!("{a} + {b}i");
        println!("{a} - {b}i");
        //(-b +- i sqrt(-delta)) / 2a
    } else {
        let x = -equation[1] / (2. * equation[2]);
        println!("Discriminant is zero, the solution is:");
        println!("{x}");
        //-b / 2a
    }
}

pub fn solve(equation: Vec<f64>) {
    let degree = equation.len() - 1;

    print_reduced_form(&equation);
    println!("Polynomial degree: {degree}");
    match degree {
        0 => solve_degree_0(equation),
        1 => solve_degree_1(equation),
        2 => solve_degree_2(equation),
        _ if degree > 2 => println!("The polynomial degree is strictly greater than 2, I can't solve."),
        _ => unreachable!(),
    }
}

#[cfg(test)]
mod tests {
    use super::*;

    #[test]
    fn tokenize_addition() {
        let query = "+";
        let result: Vec<Token> = vec![Token::Addition()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_substraction() {
        let query = "-";
        let result: Vec<Token> = vec![Token::Substraction()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_multiplication() {
        let query = "*";
        let result: Vec<Token> = vec![Token::Multiplication()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_division() {
        let query = "/";
        let result: Vec<Token> = vec![Token::Division()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_modulo() {
        let query = "%";
        let result: Vec<Token> = vec![Token::Modulo()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_exponentiation() {
        let query = "^";
        let result: Vec<Token> = vec![Token::Exponentiation()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_equal() {
        let query = "=";
        let result: Vec<Token> = vec![Token::Equal()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_open_parenthesis() {
        let query = "(";
        let result: Vec<Token> = vec![Token::OpenParenthesis()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_close_parenthesis() {
        let query = ")";
        let result: Vec<Token> = vec![Token::CloseParenthesis()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_imaginary_unit() {
        let query = "i";
        let result: Vec<Token> = vec![Token::ImaginaryUnit()];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_variable() {
        let query = "variable";
        let result: Vec<Token> = vec![Token::Variable(String::from("variable"))];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_variable_double_i() {
        let query = "ii";
        let result: Vec<Token> = vec![Token::Variable(String::from("ii"))];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_number_natural() {
        let query = "123456";
        let result: Vec<Token> = vec![Token::Number(String::from("123456"))];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_number_rational() {
        let query = "123.456";
        let result: Vec<Token> = vec![Token::Number(String::from("123.456"))];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_number_point_something() {
        let query = ".123456";
        let result: Vec<Token> = vec![Token::Number(String::from(".123456"))];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_number_trailing_point() {
        let query = "123456.";
        let result: Vec<Token> = vec![Token::Number(String::from("123456."))];

        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    fn tokenize_number_variable() {
        let query = "23x";
        let result: Vec<Token> = vec![Token::Number(String::from("23")), Token::Variable(String::from("x"))];
        assert_eq!(tokenize(query).unwrap(), result);

        let query = "23i";
        let result: Vec<Token> = vec![Token::Number(String::from("23")), Token::ImaginaryUnit()];
        assert_eq!(tokenize(query).unwrap(), result);

        let query = "x23";
        let result: Vec<Token> = vec![Token::Variable(String::from("x")), Token::Number(String::from("23"))];
        assert_eq!(tokenize(query).unwrap(), result);

        let query = "i23";
        let result: Vec<Token> = vec![Token::ImaginaryUnit(), Token::Number(String::from("23"))];
        assert_eq!(tokenize(query).unwrap(), result);
    }

    #[test]
    #[should_panic]
    fn tokenize_number_double_point() {
        let query = "12.34.56";
        tokenize(query).unwrap();
    }

    #[test]
    #[should_panic]
    fn tokenize_number_double_point_in_a_row() {
        let query = "123..456";
        tokenize(query).unwrap();
    }

    #[test]
    #[should_panic]
    fn tokenize_number_only_point() {
        let query = ".";
        tokenize(query).unwrap();
    }

    #[test]
    #[should_panic]
    fn tokenize_invalid_token() {
        let query = "324*43224+243_+234=234";
        tokenize(query).unwrap();
    }

    mod sanitize_tokens {
        use super::*;

        fn plus() -> Token {
            Token::Addition()
        }

        fn minus() -> Token {
            Token::Substraction()
        }

        fn times() -> Token {
            Token::Multiplication()
        }

        fn divided_by() -> Token {
            Token::Division()
        }

        fn modulo() -> Token {
            Token::Modulo()
        }

        fn equals() -> Token {
            Token::Equal()
        }

        fn x() -> Token {
            Token::Variable(String::from("x"))
        }

        fn i() -> Token {
            Token::ImaginaryUnit()
        }

        fn number() -> Token {
            Token::Number(String::from("123"))
        }

        fn open() -> Token {
            Token::OpenParenthesis()
        }

        fn close() -> Token {
            Token::CloseParenthesis()
        }

        #[test]
        #[should_panic]
        fn double_number() {
            let tokens = vec![number(), number()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn double_operator() {
            let tokens = vec![number(), plus(), divided_by()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn double_variable() {
            let tokens = vec![x(), x()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn double_imaginary_unit() {
            let tokens = vec![i(), i()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn sanitize_tokens_starts_with_operator() {
            let tokens = vec![plus(), number(), divided_by(), x()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        fn starts_with_negative_number() {
            let tokens = vec![minus(), number(), divided_by(), x()];
            let results = tokens.clone();
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);
        }

        #[test]
        fn number_operator_variable() {
            let tokens = vec![number(), divided_by(), x()];
            let results = tokens.clone();
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);
        }

        #[test]
        fn insert_multiplication() {
            let tokens = vec![number(), x()];
            let results = vec![number(), times(), x()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![number(), i()];
            let results = vec![number(), times(), i()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);
        }

        #[test]
        fn insert_multiplication_parenthesis() {
            let tokens = vec![open(), number(), modulo(), number(), close(), open(), i(), times(), x(), close()];
            let results = vec![open(), number(), modulo(), number(), close(), times(), open(), i(), times(), x(), close()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![number(), open(), number(), modulo(), number(), close()];
            let results= vec![number(), times(), open(), number(), modulo(), number(), close()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![i(), open(), number(), modulo(), number(), close()];
            let results= vec![i(), times(), open(), number(), modulo(), number(), close()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![x(), open(), number(), modulo(), number(), close()];
            let results= vec![x(), times(), open(), number(), modulo(), number(), close()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![open(), number(), modulo(), number(), close(), number()];
            let results= vec![open(), number(), modulo(), number(), close(), times(), number()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![open(), number(), modulo(), number(), close(), i()];
            let results= vec![open(), number(), modulo(), number(), close(), times(), i()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![open(), number(), modulo(), number(), close(), x()];
            let results= vec![open(), number(), modulo(), number(), close(), times(), x()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec![number(), open(), number(), modulo(), number(), close(), x()];
            let results= vec![number(), times(), open(), number(), modulo(), number(), close(), times(), x()];
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);
        }

        #[test]
        #[should_panic]
        fn parenthesis_operator() {
            let tokens = vec!(open(), plus(), number(), close());
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn operator_parenthesis() {
            let tokens = vec!(open(), number(), modulo(), close());
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn minus_parenthesis() {
            let tokens = vec!(open(), number(), minus(), close());
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn empty_parentheses() {
            let tokens = vec!(open(), close());
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        fn parenthesis_minus() {
            let tokens = vec!(open(), minus(), number(), close());
            let results = tokens.clone();
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);
        }

        #[test]
        fn double_parentheses() {
            let tokens = vec!(open(), open(), number(), plus(), number(), close(), plus(), number(), close());
            let results = tokens.clone();
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec!(open(), number(), plus(), open(), number(), plus(), number(), close(), close());
            let results = tokens.clone();
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec!(open(), open(), number(), plus(), number(), close(), number(), close());
            let results = vec!(open(), open(), number(), plus(), number(), close(), times(), number(), close());
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);

            let tokens = vec!(open(), number(), open(), number(), plus(), number(), close(), close());
            let results= vec!(open(), number(), times(), open(), number(), plus(), number(), close(), close());
            assert_eq!(sanitize_tokens(tokens).unwrap(), results);
        }

        #[test]
        #[should_panic]
        fn wrong_parentheses_count() {
            let tokens = vec![open(), number(), close(), close()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn wrong_parentheses_count_2() {
            let tokens = vec![open(), open(), number(), close()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn wrong_parentheses_count_hard() {
            let tokens = vec![open(), open(), number(), close(), equals(), x(), close()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn wrong_equal_count() {
            let tokens = vec![number(), equals(), number(), equals(), number()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn starts_with_equal() {
            let tokens = vec![equals(), number(), plus(), number()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn ends_with_equal() {
            let tokens = vec![number(), plus(), number(), equals()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn ends_with_minus() {
            let tokens = vec![number(), plus(), number(), minus()];
            sanitize_tokens(tokens).unwrap();
        }

        #[test]
        #[should_panic]
        fn ends_with_operator() {
            let tokens = vec![number(), plus(), number(), divided_by()];
            sanitize_tokens(tokens).unwrap();
        }
    }

    /*
       #[test]
       fn tokenize_exponent() {
       let query = "X^3";
       let result: Vec<Token> = vec![Token::Exponent(3)];

       assert_eq!(tokenize(query).unwrap(), result);
       }
       */

    /*
       #[test]
       fn tokenize_constant() {
       let query = "6.964";
       let result: Vec<Token> = vec![Token::Number(6.964)];

       assert_eq!(tokenize(query).unwrap(), result);
       }
       */

    /*
       #[test]
       fn tokenize_complex() {
       let query = "8 * X^0 - 6 * X^1 + 0 * X^2 - 5.6 * X^3 = 3 * X^0";
       let result: Vec<Token> = vec![
       Token::Number(8.), Token::Multiplication(), Token::Exponentiation(),
       Token::Substract(),
       Token::Number(6.), Token::Multiply(), Token::Exponentiation(),
       Token::Add(),
       Token::Number(0.), Token::Multiply(), Token::Exponent(2),
       Token::Substract(),
       Token::Number(5.6), Token::Multiply(), Token::Exponent(3),
       Token::Equal(),
       Token::Number(3.), Token::Multiply(), Token::Exponent(0)];

       assert_eq!(tokenize(query).unwrap(), result);
       }
       */

    #[test]
    fn parse_degree_0() {
        let query = "5 * X^0 = 3 * X^0";
        let result: Vec<f64> = vec![2.];

        assert_eq!(parse(query).unwrap(), result);
    }

    #[test]
    fn parse_degree_1() {
        let query = "5 * X^0 + 3 * X^1 = 3 * X^0";
        let result: Vec<f64> = vec![2., 3.];

        assert_eq!(parse(query).unwrap(), result);
    }

    #[test]
    fn parse_degree_2() {
        let query = "5 * X^0 + 6 * X^1 + 8 * X^2 = 3 * X^0 - 2 * X^2";
        let result = vec![2., 6., 10.];

        assert_eq!(parse(query).unwrap(), result);
    }

    #[test]
    fn parse_random_order() {
        let query = "9.3 * X^3 + 4.3 * X^0 + 3.4 * X^2 - 1.5 * X^3 - 13.12 * X^1 = 1.4 * X^2 - 5.1 * X^3 + 1.4 * X^1 -6.3 * X^0";
        let result = vec![10.6, -14.52, 2., 12.9];

        assert_eq!(parse(query).unwrap(), result);
    }
}