The following predicates are built-in to rusty-wam.
* Arithmetic support:
- * is/2 works for (+)/2, (-)/{1,2}, (*)/2, (//)/2, (div)/2, (/)/2, (rdiv)/2.
+ * is/2 works for (+)/2, (-)/{1,2}, (*)/2, (//)/2, (div)/2, (/)/2, (rdiv)/2,
+ (xor)/2, (rem)/2, (mod)/2, (/\)/2, (\/)/2, (>>)/2, (<<)/2.
* atomic/1
* call/N (1 <= N <= 63)
* catch/3
true);
assert_eq!(submit(&mut wam, "?- X is (3 rdiv 4) / 2, Y is 3 rdiv 8, X = Y."), true);
+
+ assert_eq!(submit(&mut wam, "?- X is 10 xor -4, X is -10."), true);
+ assert_eq!(submit(&mut wam, "?- X is 4 xor -7, X is -3."), true);
+ assert_eq!(submit(&mut wam, "?- X is 10 xor 5 + 55, X = 70."), true);
+
+ assert_eq!(submit(&mut wam, "?- X is 10 rem -3, X = 1."), true);
+ assert_eq!(submit(&mut wam, "?- X is 10 mod -3, X is -2."), true);
}
}
"-" => Ok(ArithmeticInstruction::Sub(a1, a2, t)),
"/" => Ok(ArithmeticInstruction::Div(a1, a2, t)),
"//" => Ok(ArithmeticInstruction::IDiv(a1, a2, t)),
- "div" => Ok(ArithmeticInstruction::IDiv(a1, a2, t)),
+ "div" => Ok(ArithmeticInstruction::FIDiv(a1, a2, t)),
"rdiv" => Ok(ArithmeticInstruction::RDiv(a1, a2, t)),
"*" => Ok(ArithmeticInstruction::Mul(a1, a2, t)),
+ ">>" => Ok(ArithmeticInstruction::Shr(a1, a2, t)),
+ "<<" => Ok(ArithmeticInstruction::Shl(a1, a2, t)),
+ "/\\" => Ok(ArithmeticInstruction::And(a1, a2, t)),
+ "\\/" => Ok(ArithmeticInstruction::Or(a1, a2, t)),
+ "xor" => Ok(ArithmeticInstruction::Xor(a1, a2, t)),
+ "mod" => Ok(ArithmeticInstruction::Mod(a1, a2, t)),
+ "rem" => Ok(ArithmeticInstruction::Rem(a1, a2, t)),
_ => Err(ArithmeticError::InvalidOp)
}
}
Sub(ArithmeticTerm, ArithmeticTerm, usize),
Mul(ArithmeticTerm, ArithmeticTerm, usize),
IDiv(ArithmeticTerm, ArithmeticTerm, usize),
+ FIDiv(ArithmeticTerm, ArithmeticTerm, usize),
RDiv(ArithmeticTerm, ArithmeticTerm, usize),
Div(ArithmeticTerm, ArithmeticTerm, usize),
+ Shl(ArithmeticTerm, ArithmeticTerm, usize),
+ Shr(ArithmeticTerm, ArithmeticTerm, usize),
+ Xor(ArithmeticTerm, ArithmeticTerm, usize),
+ And(ArithmeticTerm, ArithmeticTerm, usize),
+ Or(ArithmeticTerm, ArithmeticTerm, usize),
+ Mod(ArithmeticTerm, ArithmeticTerm, usize),
+ Rem(ArithmeticTerm, ArithmeticTerm, usize),
Neg(ArithmeticTerm, usize)
}
op_dir.insert((String::from("is"), Fixity::In), (XFX, 700));
op_dir.insert((String::from("+"), Fixity::In), (YFX, 500));
op_dir.insert((String::from("-"), Fixity::In), (YFX, 500));
+ op_dir.insert((String::from("/\\"), Fixity::In), (YFX, 500));
+ op_dir.insert((String::from("\\/"), Fixity::In), (YFX, 500));
+ op_dir.insert((String::from("xor"), Fixity::In), (YFX, 500));
op_dir.insert((String::from("//"), Fixity::In), (YFX, 400));
op_dir.insert((String::from("/"), Fixity::In), (YFX, 400));
op_dir.insert((String::from("div"), Fixity::In), (YFX, 400));
op_dir.insert((String::from("*"), Fixity::In), (YFX, 400));
op_dir.insert((String::from("-"), Fixity::Pre), (FY, 200));
op_dir.insert((String::from("rdiv"), Fixity::In), (YFX, 400));
+ op_dir.insert((String::from("<<"), Fixity::In), (YFX, 400));
+ op_dir.insert((String::from(">>"), Fixity::In), (YFX, 400));
+ op_dir.insert((String::from("mod"), Fixity::In), (YFX, 400));
+ op_dir.insert((String::from("rem"), Fixity::In), (YFX, 400));
// there are 63 registers in the VM, so call/N is defined for all 0 <= N <= 62
// (an extra register is needed for the predicate name)
write!(f, "div {}, {}, @{}", a1, a2, t),
&ArithmeticInstruction::IDiv(ref a1, ref a2, ref t) =>
write!(f, "idiv {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::FIDiv(ref a1, ref a2, ref t) =>
+ write!(f, "floored_idiv {}, {}, @{}", a1, a2, t),
&ArithmeticInstruction::RDiv(ref a1, ref a2, ref t) =>
write!(f, "rdiv {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::Shl(ref a1, ref a2, ref t) =>
+ write!(f, "shl {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::Shr(ref a1, ref a2, ref t) =>
+ write!(f, "shr {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::Xor(ref a1, ref a2, ref t) =>
+ write!(f, "xor {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::And(ref a1, ref a2, ref t) =>
+ write!(f, "and {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::Or(ref a1, ref a2, ref t) =>
+ write!(f, "or {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::Mod(ref a1, ref a2, ref t) =>
+ write!(f, "mod {}, {}, @{}", a1, a2, t),
+ &ArithmeticInstruction::Rem(ref a1, ref a2, ref t) =>
+ write!(f, "rem {}, {}, @{}", a1, a2, t),
&ArithmeticInstruction::Neg(ref a, ref t) =>
write!(f, "neg {}, @{}", a, t)
}
use prolog::copier::*;
use prolog::heapview::*;
use prolog::and_stack::*;
-use prolog::num::Zero;
-use prolog::num::bigint::BigInt;
+use prolog::num::{Integer, ToPrimitive, Zero};
+use prolog::num::bigint::{BigInt, BigUint};
use prolog::num::rational::Ratio;
use prolog::or_stack::*;
use prolog::ordered_float::OrderedFloat;
}
}
+ fn signed_bitwise_op<Op>(&mut self, n1: BigInt, n2: BigInt, t: usize, f: Op)
+ where Op: FnOnce(BigUint, BigUint) -> BigUint
+ {
+ let n1_b = n1.to_signed_bytes_le();
+ let n2_b = n2.to_signed_bytes_le();
+
+ let u_n1 = BigUint::from_bytes_le(&n1_b);
+ let u_n2 = BigUint::from_bytes_le(&n2_b);
+
+ let result = BigInt::from_signed_bytes_le(&f(u_n1, u_n2).to_bytes_le());
+
+ self.interms[t - 1] = Number::Integer(result);
+ }
+
fn execute_arith_instr(&mut self, instr: &ArithmeticInstruction) {
match instr {
&ArithmeticInstruction::Add(ref a1, ref a2, t) => {
self.interms[t - 1] = Number::Rational(r1 / r2);
self.p += 1;
},
+ &ArithmeticInstruction::FIDiv(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) => {
+ if n2 == BigInt::zero() {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("zero_divisor")]));
+ return;
+ }
+
+ self.interms[t - 1] = Number::Integer(n1.div_floor(&n2));
+ self.p += 1;
+ },
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ }
+ },
&ArithmeticInstruction::IDiv(ref a1, ref a2, t) => {
let n1 = try_or_fail!(self, self.get_number(a1));
let n2 = try_or_fail!(self, self.get_number(a2));
}
self.interms[t - 1] = n1 / n2;
+ self.p += 1;
+ },
+ &ArithmeticInstruction::Shr(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) =>
+ match n2.to_usize() {
+ Some(n2) => self.interms[t - 1] = Number::Integer(n1 >> n2),
+ _ => self.interms[t - 1] = Number::Integer(n1 >> usize::max_value())
+ },
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ }
+
+ self.p += 1;
+ },
+ &ArithmeticInstruction::Shl(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) =>
+ match n2.to_usize() {
+ Some(n2) => self.interms[t - 1] = Number::Integer(n1 << n2),
+ _ => self.interms[t - 1] = Number::Integer(n1 << usize::max_value())
+ },
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ }
+
+ self.p += 1;
+ },
+ &ArithmeticInstruction::Xor(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) =>
+ self.signed_bitwise_op(n1, n2, t, |u_n1, u_n2| u_n1 ^ u_n2),
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ };
+
+ self.p += 1;
+ },
+ &ArithmeticInstruction::And(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) =>
+ self.signed_bitwise_op(n1, n2, t, |u_n1, u_n2| u_n1 & u_n2),
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ };
+
+ self.p += 1;
+ },
+ &ArithmeticInstruction::Or(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) =>
+ self.signed_bitwise_op(n1, n2, t, |u_n1, u_n2| u_n1 | u_n2),
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ };
+
+ self.p += 1;
+ },
+ &ArithmeticInstruction::Mod(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) => {
+ if n2 == BigInt::zero() {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("zero_divisor")]));
+ return;
+ }
+
+ self.interms[t - 1] = Number::Integer(n1.mod_floor(&n2));
+ },
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ }
+
+ self.p += 1;
+ },
+ &ArithmeticInstruction::Rem(ref a1, ref a2, t) => {
+ let n1 = try_or_fail!(self, self.get_number(a1));
+ let n2 = try_or_fail!(self, self.get_number(a2));
+
+ match (n1, n2) {
+ (Number::Integer(n1), Number::Integer(n2)) => {
+ if n2 == BigInt::zero() {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("zero_divisor")]));
+ return;
+ }
+
+ self.interms[t - 1] = Number::Integer(n1 % n2);
+ },
+ _ => {
+ self.throw_exception(functor!("evaluation_error",
+ 1,
+ [atom!("expected_integer_args")]));
+ return;
+ }
+ }
+
self.p += 1;
}
};