Johan B.W. de Vries 7544055a94 Split Num into NatNum and IntNum
This is because Haskell defines negate, abs and signum
for Num, but they don't work with our unsigned number
types. (abs would be a noop.) Haskell has Word32 / Word64,
but there negate doesn't make much sense to me.

Implemented neg and abs.

Implemented a type class inheritance check.

Removed Integral from u8 and i8 since it wasn't implemented.
2025-04-06 16:12:36 +02:00

102 lines
1.9 KiB
Python

import pytest
from phasm.type3.entry import Type3Exception
from ..helpers import Suite
INT_TYPES = ['u8', 'u32', 'u64', 'i8', 'i32', 'i64']
FLOAT_TYPES = ['f32', 'f64']
TYPE_MAP = {
'u8': int,
'u32': int,
'u64': int,
'i8': int,
'i32': int,
'i64': int,
'f32': float,
'f64': float,
}
@pytest.mark.integration_test
def test_equals_not_implemented():
code_py = """
class Foo:
val: i32
@exported
def testEntry(x: Foo, y: Foo) -> Foo:
return x == y
"""
with pytest.raises(Type3Exception, match='Foo does not implement the Eq type class'):
Suite(code_py).run_code()
@pytest.mark.integration_test
@pytest.mark.parametrize('type_', INT_TYPES)
def test_equals_int_same(type_):
code_py = f"""
CONSTANT0: {type_} = 10
CONSTANT1: {type_} = 10
@exported
def testEntry() -> bool:
return CONSTANT0 == CONSTANT1
"""
result = Suite(code_py).run_code()
assert True is result.returned_value
@pytest.mark.integration_test
@pytest.mark.parametrize('type_', INT_TYPES)
def test_equals_int_different(type_):
code_py = f"""
CONSTANT0: {type_} = 10
CONSTANT1: {type_} = 3
@exported
def testEntry() -> bool:
return CONSTANT0 == CONSTANT1
"""
result = Suite(code_py).run_code()
assert False is result.returned_value
@pytest.mark.integration_test
@pytest.mark.parametrize('type_', FLOAT_TYPES)
def test_equals_float_same(type_):
code_py = f"""
CONSTANT0: {type_} = 10.125
CONSTANT1: {type_} = 10.125
@exported
def testEntry() -> bool:
return CONSTANT0 == CONSTANT1
"""
result = Suite(code_py).run_code()
assert True is result.returned_value
@pytest.mark.integration_test
@pytest.mark.parametrize('type_', FLOAT_TYPES)
def test_equals_float_different(type_):
code_py = f"""
CONSTANT0: {type_} = 10.32
CONSTANT1: {type_} = 10.33
@exported
def testEntry() -> bool:
return CONSTANT0 == CONSTANT1
"""
result = Suite(code_py).run_code()
assert False is result.returned_value