Added basic math error checking

src/evaluate.rs

@@ -30,7 +30,7 @@ pub fn evaluate(
 
 
 				let p = get_at_coords(&mut g, &coords);
-				let e = p.eval();
+				let e = p.eval()?;
 				*p = e;
 
 				if coords.len() == 0 { break 'outer; }

src/main.rs

@@ -94,11 +94,12 @@ fn main() -> Result<(), std::io::Error> {
 							Ok(g) => {
 								#[cfg(debug_assertions)]
 								RawTerminal::suspend_raw_mode(&stdout)?;
-								let g = evaluate::evaluate(g).unwrap();
+								let g = evaluate::evaluate(g);
 								#[cfg(debug_assertions)]
 								RawTerminal::activate_raw_mode(&stdout)?;
 
-								if let Token::Number(v) = g {
+								match g {
+									Ok(Token::Number(v)) => {
 										write!(
 											stdout, "\r\n  {}{}={} {v}{}\r\n\n",
 											style::Bold,
@@ -106,7 +107,19 @@ fn main() -> Result<(), std::io::Error> {
 											style::Reset,
 											color::Fg(color::Reset)
 										)?;
-								} else { panic!(); }
+									},
+
+									Err(_) => {
+										write!(
+											stdout, "\r\n  {}{}Mathematical Error: {}Failed to evaluate expression.is{}\r\n\n",
+											style::Bold,
+											color::Fg(color::Red),
+											style::Reset,
+											color::Fg(color::Reset),
+										)?;
+									}
+									_ => panic!()
+								}
 							},
 
 							// Show parse error
@@ -164,7 +177,7 @@ mod tests {
 		let s = String::from(s);
 		let g = parser::parse(&s).unwrap();
 		let g = evaluate::evaluate(g).unwrap();
-		let n = g.eval();
+		let n = g.eval().unwrap();
 		let tokens::Token::Number(v) = n else {panic!()};
 		assert_eq!(v, r);
 	}

src/tokens.rs

@@ -25,12 +25,12 @@ impl Token {
 	}
 
 	#[inline(always)]
-	pub fn eval(&self) -> Token {
-		match self {
+	pub fn eval(&self) -> Result<Token, ()> {
+		Ok(match self {
 			Token::Number(v) => { Token::Number(*v) },
 			Token::Constant(v,_) => { Token::Number(*v) },
-			Token::Operator(o,v) => { o.apply(v) }
-		}
+			Token::Operator(o,v) => { o.apply(v)? }
+		})
 	}
 
 	// Temporary solution
@@ -162,7 +162,7 @@ impl Operator {
 }
 
 impl Operator{
-	pub fn apply(&self, args: &VecDeque<Token>) -> Token {
+	pub fn apply(&self, args: &VecDeque<Token>) -> Result<Token, ()> {
 		match self {
 			Operator::ImplicitMultiply |
 			Operator::Sqrt |
@@ -175,7 +175,7 @@ impl Operator{
 				let args = args[0].as_number();
 
 				if let Token::Number(v) = args {
-					Token::Number(-v)
+					return Ok(Token::Number(-v));
 				} else { panic!(); }
 			},
 
@@ -184,7 +184,8 @@ impl Operator{
 				let args = args[0].as_number();
 
 				if let Token::Number(v) = args {
-					Token::Number(1f64/v)
+					if v == 0f64 { return Err(()); }
+					return Ok(Token::Number(1f64/v));
 				} else { panic!(); }
 			},
 
@@ -198,7 +199,7 @@ impl Operator{
 						panic!();
 					}
 				}
-				Token::Number(sum)
+				return Ok(Token::Number(sum));
 			},
 			
 			Operator::Multiply => {
@@ -211,7 +212,7 @@ impl Operator{
 						panic!();
 					}
 				}
-				Token::Number(prod)
+				return Ok(Token::Number(prod));
 			},
 
 			Operator::Modulo => {
@@ -221,7 +222,11 @@ impl Operator{
 
 				if let Token::Number(va) = a {
 					if let Token::Number(vb) = b {
-						Token::Number(va%vb)
+						if vb <= 1f64 { return Err(()); } 
+						if va.fract() != 0f64 { return Err(()); }
+						if vb.fract() != 0f64 { return Err(()); }
+
+						return Ok(Token::Number(va%vb));
 					} else { panic!(); }
 				} else { panic!(); }
 			},
@@ -233,13 +238,32 @@ impl Operator{
 
 				if let Token::Number(va) = a {
 					if let Token::Number(vb) = b {
-						Token::Number(va.powf(vb))
+						let p = va.powf(vb);
+						if p.is_nan() {return Err(());}
+						return Ok(Token::Number(p));
 					} else { panic!(); }
 				} else { panic!(); }
 			},
 
-			Operator::Factorial => { todo!() },
+			Operator::Factorial => {
+				if args.len() != 1 {panic!()};
+				let args = args[0].as_number();
+
+				if let Token::Number(v) = args {
+					if v.fract() != 0f64 { return Err(()); }
+					if v >= 100f64 { return Err(()); }
+
+					let mut prod = 1f64;
+					let mut u = v;
+					while u > 0f64 {
+						prod *= u;
+						u -= 1f64;
 					}
+
+					return Ok(Token::Number(prod));
+				} else { panic!(); }
+			},
+		};
 	}
 
 }