use std::rc::Rc;
pub(super) type MachineError = Vec<HeapCellValue>;
+pub(super) type MachineStub = Vec<HeapCellValue>;
// used by '$skip_max_list'.
pub(super) enum CycleSearchResult {
impl MachineState {
// see 8.4.3 of Draft Technical Corrigendum 2.
pub(super) fn check_sort_errors(&self) -> Result<(), MachineError> {
+ let stub = self.functor_stub(clause_name!("sort"), 2);
let list = self.store(self.deref(self[temp_v!(1)].clone()));
let sorted = self.store(self.deref(self[temp_v!(2)].clone()));
- match self.detect_cycles(usize::max_value(), list.clone()) {
+ match self.detect_cycles(list.clone()) {
CycleSearchResult::PartialList(..) =>
- Err(self.error_form(self.instantiation_error())),
+ Err(self.error_form(self.instantiation_error(), stub.clone())),
CycleSearchResult::NotList =>
- Err(self.error_form(self.type_error(ValidType::List, list))),
+ Err(self.error_form(self.type_error(ValidType::List, list), stub.clone())),
_ => Ok(())
}?;
- match self.detect_cycles(usize::max_value(), sorted.clone()) {
+ match self.detect_cycles(sorted.clone()) {
CycleSearchResult::NotList if !sorted.is_ref() =>
- Err(self.error_form(self.type_error(ValidType::List, sorted))),
+ Err(self.error_form(self.type_error(ValidType::List, sorted), stub)),
_ => Ok(())
}
}
fn check_for_list_pairs(&self, list: Addr) -> Result<(), MachineError> {
- match self.detect_cycles(usize::max_value(), list.clone()) {
+ let stub = self.functor_stub(clause_name!("keysort"), 2);
+
+ match self.detect_cycles(list.clone()) {
CycleSearchResult::NotList if !list.is_ref() =>
- Err(self.error_form(self.type_error(ValidType::List, list))),
+ Err(self.error_form(self.type_error(ValidType::List, list), stub)),
_ => {
let mut addr = list;
HeapCellValue::Addr(Addr::HeapCell(_)) => break,
HeapCellValue::Addr(Addr::StackCell(..)) => break,
_ => return Err(self.error_form(self.type_error(ValidType::Pair,
- Addr::HeapCell(l))))
+ Addr::HeapCell(l)),
+ stub))
};
}
// see 8.4.4 of Draft Technical Corrigendum 2.
pub(super) fn check_keysort_errors(&self) -> Result<(), MachineError> {
+ let stub = self.functor_stub(clause_name!("keysort"), 2);
let pairs = self.store(self.deref(self[temp_v!(1)].clone()));
let sorted = self.store(self.deref(self[temp_v!(2)].clone()));
- match self.detect_cycles(usize::max_value(), pairs.clone()) {
+ match self.detect_cycles(pairs.clone()) {
CycleSearchResult::PartialList(..) =>
- Err(self.error_form(self.instantiation_error())),
+ Err(self.error_form(self.instantiation_error(), stub)),
CycleSearchResult::NotList =>
- Err(self.error_form(self.type_error(ValidType::List, pairs))),
+ Err(self.error_form(self.type_error(ValidType::List, pairs), stub)),
_ => Ok(())
}?;
self.check_for_list_pairs(sorted)
}
+ pub(super) fn functor_stub(&self, name: ClauseName, arity: usize) -> MachineStub {
+ let name = HeapCellValue::Addr(Addr::Con(Constant::Atom(name)));
+ functor!("/", 2, [name, heap_integer!(arity)], Fixity::In)
+ }
+
pub(super) fn evaluation_error(&self, eval_error: EvalError) -> MachineError {
functor!("evaluation_error", 1, [heap_atom!(eval_error.as_str())])
}
}
pub(super) fn existence_error(&self, name: ClauseName, arity: usize) -> MachineError {
- let name = HeapCellValue::Addr(Addr::Con(Constant::Atom(name)));
let h = self.heap.h;
let mut error = functor!("existence_error", 2, [heap_atom!("procedure"), heap_str!(3 + h)]);
- error.append(&mut functor!("/", 2, [name, heap_integer!(arity)], Fixity::In));
+ error.append(&mut self.functor_stub(name, arity));
error
}
functor!("representation_error", 1, [heap_atom!(flag.as_str())])
}
- pub(super) fn error_form(&self, mut err: MachineError) -> MachineError {
+ pub(super) fn error_form(&self, err: MachineError, src: MachineStub) -> MachineError {
let h = self.heap.h;
- let mut error_form = functor!("error", 2,
- [HeapCellValue::Addr(Addr::HeapCell(h + 3)),
- HeapCellValue::Addr(Addr::HeapCell(h + 2))]);
- error_form.append(&mut err);
+ let mut error_form = vec![HeapCellValue::NamedStr(2, clause_name!("error"), None),
+ HeapCellValue::Addr(Addr::HeapCell(h + 3)),
+ HeapCellValue::Addr(Addr::HeapCell(h + 3 + err.len()))];
+
+ error_form.extend(err.into_iter());
+ error_form.extend(src.into_iter());
+
error_form
}
use prolog::heap_print::*;
use prolog::machine::machine_errors::*;
use prolog::machine::machine_state::*;
-use prolog::num::{Integer, Signed, ToPrimitive, Zero};
+use prolog::num::{Integer, ToPrimitive, Zero};
use prolog::num::bigint::{BigInt, BigUint};
use prolog::num::rational::Ratio;
use prolog::or_stack::*;
}
}
- fn get_rational(&self, at: &ArithmeticTerm) -> Result<Rc<Ratio<BigInt>>, MachineError> {
+ fn get_rational(&self, at: &ArithmeticTerm, caller: &MachineStub)
+ -> Result<Rc<Ratio<BigInt>>, MachineError>
+ {
let n = self.get_number(at)?;
match n {
if let Some(r) = Ratio::from_float(fl.into_inner()) {
Ok(Rc::new(r))
} else {
- Err(self.error_form(self.instantiation_error()))
+ Err(self.error_form(self.instantiation_error(), caller.clone()))
},
Number::Integer(bi) =>
Ok(Rc::new(Ratio::from_integer((*bi).clone())))
{
let a = self[r].clone();
+ let caller = self.functor_stub(clause_name!("(is)"), 2);
let mut interms: Vec<Number> = Vec::with_capacity(64);
for heap_val in self.post_order_iter(a) {
"+" => interms.push(a1 + a2),
"-" => interms.push(a1 - a2),
"*" => interms.push(a1 * a2),
+ "/" => interms.push(self.div(a1, a2)?),
"rdiv" => {
- let r1 = self.get_rational(&ArithmeticTerm::Number(a1))?;
- let r2 = self.get_rational(&ArithmeticTerm::Number(a2))?;
+ let r1 = self.get_rational(&ArithmeticTerm::Number(a1), &caller)?;
+ let r2 = self.get_rational(&ArithmeticTerm::Number(a2), &caller)?;
let result = Number::Rational(self.rdiv(r1, r2)?);
interms.push(result)
"xor" => interms.push(Number::Integer(self.xor(a1, a2)?)),
"mod" => interms.push(Number::Integer(self.modulus(a1, a2)?)),
"rem" => interms.push(Number::Integer(self.remainder(a1, a2)?)),
- _ => return Err(self.error_form(self.instantiation_error()))
+ _ => return Err(self.error_form(self.instantiation_error(), caller))
}
},
HeapCellValue::NamedStr(1, name, Some(Fixity::Pre)) => {
match name.as_str() {
"-" => interms.push(- a1),
- _ => return Err(self.error_form(self.instantiation_error()))
+ _ => return Err(self.error_form(self.instantiation_error(), caller))
}
},
HeapCellValue::Addr(Addr::Con(Constant::Number(n))) =>
interms.push(n),
_ =>
- return Err(self.error_form(self.instantiation_error()))
+ return Err(self.error_form(self.instantiation_error(), caller))
}
};
fn rdiv(&self, r1: Rc<Ratio<BigInt>>, r2: Rc<Ratio<BigInt>>)
-> Result<Rc<Ratio<BigInt>>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(rdiv)"), 2);
+
if *r2 == Ratio::zero() {
- Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor)))
+ Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor), stub))
} else {
Ok(Rc::new(&*r1 / &*r2))
}
fn fidiv(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(div)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
if *n2 == BigInt::zero() {
- Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor)))
+ Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor), stub))
} else {
Ok(Rc::new(n1.div_floor(&n2)))
},
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn idiv(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(//)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
if *n2 == BigInt::zero() {
- Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor)))
+ Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor), stub))
} else {
Ok(Rc::new(&*n1 / &*n2))
},
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn div(&self, n1: Number, n2: Number) -> Result<Number, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(/)"), 2);
+
if n2.is_zero() {
- Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor)))
+ Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor), stub))
} else {
Ok(n1 / n2)
}
fn shr(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(>>)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
match n2.to_usize() {
},
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn shl(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(<<)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
match n2.to_usize() {
},
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn xor(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(xor)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
Ok(self.signed_bitwise_op(&*n1, &*n2, |u_n1, u_n2| u_n1 ^ u_n2)),
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn and(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(/\\)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
Ok(self.signed_bitwise_op(&*n1, &*n2, |u_n1, u_n2| u_n1 & u_n2)),
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn modulus(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(mod)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
if *n2 == BigInt::zero() {
- Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor)))
+ Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor), stub))
} else {
Ok(Rc::new(n1.mod_floor(&n2)))
},
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn remainder(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(rem)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
if *n2 == BigInt::zero() {
- Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor)))
+ Err(self.error_form(self.evaluation_error(EvalError::ZeroDivisor), stub))
} else {
Ok(Rc::new(&*n1 % &*n2))
},
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
fn or(&self, n1: Number, n2: Number) -> Result<Rc<BigInt>, MachineError>
{
+ let stub = self.functor_stub(clause_name!("(\\/)"), 2);
+
match (n1, n2) {
(Number::Integer(n1), Number::Integer(n2)) =>
Ok(self.signed_bitwise_op(&*n1, &*n2, |u_n1, u_n2| u_n1 & u_n2)),
(Number::Integer(_), n2) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n2))))),
+ Addr::Con(Constant::Number(n2))),
+ stub)),
(n1, _) =>
Err(self.error_form(self.type_error(ValidType::Integer,
- Addr::Con(Constant::Number(n1)))))
+ Addr::Con(Constant::Number(n1))),
+ stub))
}
}
self.p += 1;
},
&ArithmeticInstruction::RDiv(ref a1, ref a2, t) => {
- let r1 = try_or_fail!(self, self.get_rational(a1));
- let r2 = try_or_fail!(self, self.get_rational(a2));
+ let stub = self.functor_stub(clause_name!("(rdiv)"), 2);
+
+ let r1 = try_or_fail!(self, self.get_rational(a1, &stub));
+ let r2 = try_or_fail!(self, self.get_rational(a2, &stub));
self.interms[t - 1] = Number::Rational(try_or_fail!(self, self.rdiv(r1, r2)));
self.p += 1;
pub(super) fn setup_call_n(&mut self, arity: usize) -> Option<PredicateKey>
{
+ let stub = self.functor_stub(clause_name!("call"), arity + 1);
let addr = self.store(self.deref(self.registers[arity].clone()));
let (name, narity) = match addr {
if let HeapCellValue::NamedStr(narity, name, _) = result {
if narity + arity > 63 {
let representation_error =
- self.error_form(self.representation_error(RepFlag::MaxArity));
+ self.error_form(self.representation_error(RepFlag::MaxArity), stub);
self.throw_exception(representation_error);
},
Addr::Con(Constant::Atom(name)) => (name, 0),
Addr::HeapCell(_) | Addr::StackCell(_, _) => {
- let instantiation_error = self.error_form(self.instantiation_error());
+ let instantiation_error = self.error_form(self.instantiation_error(), stub);
self.throw_exception(instantiation_error);
return None;
},
_ => {
- let type_error = self.error_form(self.type_error(ValidType::Callable, addr));
+ let type_error = self.error_form(self.type_error(ValidType::Callable, addr), stub);
self.throw_exception(type_error);
return None;
_ => self.fail = true
};
} else {
- return Err(self.error_form(self.type_error(ValidType::Compound, a2)));
+ let stub = self.functor_stub(clause_name!("arg"), 3);
+ return Err(self.error_form(self.type_error(ValidType::Compound, a2), stub));
}
}
CallWithInferenceLimitCallPolicy.")
},
_ => {
- let type_error = self.error_form(self.type_error(ValidType::Integer, a2));
+ let stub = self.functor_stub(clause_name!("call_with_inference_limit"), 3);
+ let type_error = self.error_form(self.type_error(ValidType::Integer, a2),
+ stub);
self.throw_exception(type_error)
}
};
}
pub(super) fn try_functor(&mut self) -> Result<(), MachineError> {
+ let stub = self.functor_stub(clause_name!("functor"), 3);
let a1 = self.store(self.deref(self[temp_v!(1)].clone()));
match a1.clone() {
self.unify(a1, f_a);
} else {
- return Err(self.error_form(self.instantiation_error()));
+ return Err(self.error_form(self.instantiation_error(), stub));
}
} else {
- return Err(self.error_form(self.instantiation_error()));
+ return Err(self.error_form(self.instantiation_error(), stub));
}
},
_ => {
head_addr
}
- pub(super) fn try_from_list(&self, r: RegType) -> Result<Vec<Addr>, MachineError>
+ pub(super) fn try_from_list(&self, r: RegType, caller: MachineStub)
+ -> Result<Vec<Addr>, MachineError>
{
let a1 = self.store(self.deref(self[r].clone()));
loop {
match self.heap[l].clone() {
- HeapCellValue::Addr(Addr::Lis(hcp)) => {
- result.push(self.heap[hcp].as_addr(hcp));
- l = hcp + 1;
- },
- HeapCellValue::Addr(Addr::Con(Constant::EmptyList)) =>
- break,
- hcv =>
- return Err(self.type_error(ValidType::List, a1))
+ HeapCellValue::Addr(addr) =>
+ match self.store(self.deref(addr)) {
+ Addr::Lis(hcp) => {
+ result.push(self.heap[hcp].as_addr(hcp));
+ l = hcp + 1;
+ },
+ Addr::Con(Constant::EmptyList) =>
+ break,
+ Addr::HeapCell(_) | Addr::StackCell(..) =>
+ return Err(self.error_form(self.instantiation_error(), caller)),
+ _ =>
+ return Err(self.error_form(self.type_error(ValidType::List, a1),
+ caller))
+ },
+ _ =>
+ return Err(self.error_form(self.type_error(ValidType::List, a1),
+ caller))
};
}
Ok(result)
},
Addr::HeapCell(_) | Addr::StackCell(..) =>
- Err(self.error_form(self.instantiation_error())),
+ Err(self.error_form(self.instantiation_error(), caller)),
Addr::Con(Constant::EmptyList) =>
Ok(vec![]),
_ =>
- Err(self.error_form(self.type_error(ValidType::List, a1)))
+ Err(self.error_form(self.type_error(ValidType::List, a1), caller))
}
}
// see 8.4.4.3 of Draft Technical Corrigendum 2 for an error guide.
pub(super) fn project_onto_key(&self, a: Addr) -> Result<Addr, MachineError> {
+ let stub = self.functor_stub(clause_name!("keysort"), 2);
+
match self.store(self.deref(a)) {
Addr::HeapCell(_) | Addr::StackCell(..) =>
- Err(self.error_form(self.instantiation_error())),
+ Err(self.error_form(self.instantiation_error(), stub)),
Addr::Str(s) =>
match self.heap[s].clone() {
HeapCellValue::NamedStr(2, ref name, Some(Fixity::In))
if *name == clause_name!("-") =>
Ok(Addr::HeapCell(s+1)),
_ => Err(self.error_form(self.type_error(ValidType::Pair,
- self.heap[s].as_addr(s))))
+ self.heap[s].as_addr(s)),
+ stub))
},
- a => Err(self.error_form(self.type_error(ValidType::Pair, a)))
+ a => Err(self.error_form(self.type_error(ValidType::Pair, a), stub))
}
}
- pub(super) fn detect_cycles(&self, max_steps: usize, addr: Addr) -> CycleSearchResult
+ pub(super) fn detect_cycles_with_max(&self, max_steps: usize, addr: Addr) -> CycleSearchResult
{
let addr = self.store(self.deref(addr));
power <<= 1;
}
},
- HeapCellValue::Addr(Addr::Con(Constant::EmptyList)) =>
- return CycleSearchResult::ProperList(steps),
- HeapCellValue::Addr(Addr::HeapCell(_)) | HeapCellValue::Addr(Addr::StackCell(..)) =>
- return CycleSearchResult::PartialList(steps, hare),
- _ =>
- return CycleSearchResult::NotList
+ HeapCellValue::NamedStr(..) =>
+ return CycleSearchResult::NotList,
+ HeapCellValue::Addr(addr) =>
+ match self.store(self.deref(addr)) {
+ Addr::Con(Constant::EmptyList) =>
+ return CycleSearchResult::ProperList(steps),
+ Addr::HeapCell(_) | Addr::StackCell(..) =>
+ return CycleSearchResult::PartialList(steps, hare),
+ _ =>
+ return CycleSearchResult::NotList
+ }
+ }
+ }
+ }
+
+ pub(super) fn detect_cycles(&self, addr: Addr) -> CycleSearchResult
+ {
+ let addr = self.store(self.deref(addr));
+
+ let mut hare = match addr {
+ Addr::Lis(offset) => offset + 1,
+ Addr::Con(Constant::EmptyList) => return CycleSearchResult::EmptyList,
+ _ => return CycleSearchResult::NotList
+ };
+
+ // use Brent's algorithm to detect cycles.
+ let mut tortoise = hare;
+ let mut power = 2;
+ let mut steps = 1;
+
+ loop {
+ match self.heap[hare].clone() {
+ HeapCellValue::Addr(Addr::Lis(l)) => {
+ hare = l + 1;
+ steps += 1;
+
+ if tortoise == hare {
+ return CycleSearchResult::NotList;
+ } else if steps == power {
+ tortoise = hare;
+ power <<= 1;
+ }
+ },
+ HeapCellValue::NamedStr(..) =>
+ return CycleSearchResult::NotList,
+ HeapCellValue::Addr(addr) =>
+ match self.store(self.deref(addr)) {
+ Addr::Con(Constant::EmptyList) =>
+ return CycleSearchResult::ProperList(steps),
+ Addr::HeapCell(_) | Addr::StackCell(..) =>
+ return CycleSearchResult::PartialList(steps, hare),
+ _ =>
+ return CycleSearchResult::NotList
+ }
}
}
}
}
}
- pub(super) fn skip_max_list(&mut self) {
- let max = self.store(self.deref(self[temp_v!(2)].clone()));
+ pub(super) fn skip_max_list(&mut self) -> Result<(), MachineError> {
+ let max_steps = self.arith_eval_by_metacall(temp_v!(2))?;
- match max {
- Addr::Con(Constant::Number(Number::Integer(ref max)))
- if !max.is_negative() => {
+ match max_steps {
+ Number::Integer(ref max_steps)
+ if max_steps.to_isize().map(|i| i >= -1).unwrap_or(false) => {
let n = self.store(self.deref(self[temp_v!(1)].clone()));
-
+
match n {
Addr::Con(Constant::Number(Number::Integer(ref n))) if n.is_zero() => {
let xs0 = self[temp_v!(3)].clone();
self.unify(xs0, xs);
},
_ => {
- let max = max.to_usize().unwrap_or(usize::max_value());
+ let search_result = if let Some(max_steps) = max_steps.to_isize() {
+ if max_steps == -1 {
+ self.detect_cycles(self[temp_v!(3)].clone())
+ } else {
+ self.detect_cycles_with_max(max_steps as usize,
+ self[temp_v!(3)].clone())
+ }
+ } else {
+ self.detect_cycles(self[temp_v!(3)].clone())
+ };
- match self.detect_cycles(max, self[temp_v!(3)].clone()) {
+ match search_result {
CycleSearchResult::UntouchedList(l) =>
self.finalize_skip_max_list(0, Addr::Lis(l)),
CycleSearchResult::EmptyList =>
},
_ => self.fail = true
};
+
+ Ok(())
}
pub(super) fn duplicate_term(&mut self) {
assert_prolog_success!(&mut wam, "?- [X,Y,X] =@= [V,W,V].");
assert_prolog_success!(&mut wam, "?- g(B) = B, g(A) = A, A =@= B.");
+ assert_prolog_success!(&mut wam, "?- keysort([1-1, 1-1], Sorted).",
+ [["Sorted = [1 - 1, 1 - 1]"]]);
+ assert_prolog_success!(&mut wam, "?- keysort([2-99, 1-a, 3-f(_), 1-z, 1-a, 2-44], Sorted).",
+ [["Sorted = [1 - a, 1 - z, 1 - a, 2 - 99, 2 - 44, 3 - f(_7)]"]]);
+ assert_prolog_success!(&mut wam, "?- keysort([X-1,1-1],[2-1,1-1]).",
+ [["X = 2"]]);
+
+ assert_prolog_success!(&mut wam, "?- keysort([], L).",
+ [["L = []"]]);
+ assert_prolog_success!(&mut wam, "?- catch(keysort([a|_], _), error(E, _), true).",
+ [["E = instantiation_error"]]);
+ assert_prolog_success!(&mut wam, "?- catch(keysort([],[a|a]),error(Pat, _),true).",
+ [["Pat = type_error(list, [a | a])"]]);
+ assert_prolog_success!(&mut wam, "?- catch(keysort(_, _), error(E, _), true).",
+ [["E = type_error(list, _12)"]]);
+ assert_prolog_success!(&mut wam, "?- catch(keysort([a-1], [_|b]), error(E, _), true).",
+ [["E = type_error(list, [_23 | b])"]]);
+ assert_prolog_success!(&mut wam, "?- catch(keysort([a-1], [a-b,c-d,a]), error(E, _), true).",
+ [["E = type_error(pair, a)"]]);
+ assert_prolog_success!(&mut wam, "?- catch(keysort([a], [a-b]), error(E, _), true).",
+ [["E = type_error(pair, a)"]]);
+
+ assert_prolog_success!(&mut wam, "?- catch(sort([a|_], _), error(E, _), true).",
+ [["E = instantiation_error"]]);
+ assert_prolog_success!(&mut wam, "?- catch(sort([],[a|a]),error(Pat, _),true).",
+ [["Pat = type_error(list, [a | a])"]]);
+ assert_prolog_success!(&mut wam, "?- sort([], L).",
+ [["L = []"]]);
+ assert_prolog_success!(&mut wam, "?- catch(sort(_, []), error(E, _), true).",
+ [["E = type_error(list, _12)"]]);
+ assert_prolog_success!(&mut wam, "?- catch(sort([a,b,c], not_a_list), error(E, _), true).",
+ [["E = type_error(list, not_a_list)"]]);
+
assert_prolog_success!(&mut wam, "?- call(((G = 2 ; fail), B=3, !)).",
[["G = 2", "B = 3"]]);
assert_prolog_success!(&mut wam, "?- '$skip_max_list'(3, 3, [a,b,c], Xs).",
[["Xs = []"]]);
+ // tests on proper and empty lists with no max.
+
+ // test on proper and empty lists.
+ assert_prolog_success!(&mut wam, "?- '$skip_max_list'(N, -1, [], Xs).",
+ [["Xs = []", "N = 0"]]);
+ assert_prolog_success!(&mut wam, "?- '$skip_max_list'(N, -1, [a,b,c], Xs).",
+ [["Xs = []", "N = 3"]]);
+
+ assert_prolog_success!(&mut wam, "?- '$skip_max_list'(N, -1, [], Xs).",
+ [["Xs = []", "N = 0"]]);
+
+ assert_prolog_failure!(&mut wam, "?- '$skip_max_list'(4, -1, [], Xs).");
+ assert_prolog_success!(&mut wam, "?- '$skip_max_list'(3, -1, [a,b,c], Xs).",
+ [["Xs = []"]]);
+
+ assert_prolog_success!(&mut wam, "?- '$skip_max_list'(0, -1, [], Xs).",
+ [["Xs = []"]]);
+ assert_prolog_success!(&mut wam, "?- '$skip_max_list'(3, -1, [a,b,c], Xs).",
+ [["Xs = []"]]);
+
// tests on partial lists.
assert_prolog_success!(&mut wam, "?- '$skip_max_list'(3, 4, [a,b,c|X], Xs0).",
[["X = _1", "Xs0 = _1"]]);