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Rounding to make expected values consistent.
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@ -2,7 +2,7 @@ from extended_precision_data_types.requirements import *
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from extended_precision_data_types.common import *
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from extended_precision_data_types.common import *
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funcs = [
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funcs = [
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('exp(', 2.718281828460626, 0),
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('exp(', 3, 0),
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('log(', 0, 0),
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('log(', 0, 0),
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('ln(', 0, 0),
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('ln(', 0, 0),
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('exp2(', 2, 0),
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('exp2(', 2, 0),
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@ -11,30 +11,30 @@ funcs = [
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('log10(', 0, 0),
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('log10(', 0, 0),
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('sqrt(', 1, 0),
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('sqrt(', 1, 0),
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('cbrt(', 1, 0),
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('cbrt(', 1, 0),
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('erf(', 0.8427007929497149, 0),
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('erf(', 1, 0),
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('erfc(', 0.15729920705028513, 0),
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('erfc(', 0, 0),
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('lgamma(', 0, 0),
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('lgamma(', 0, 0),
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('tgamma(', 1, 0),
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('tgamma(', 1, 0),
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('sin(', 0.8414709848078965, 0),
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('sin(', 1, 0),
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('cos(', 0.5403023058681398, 0),
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('cos(', 1, 0),
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('tan(', 1.5574077246549023, 0),
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('tan(', 2, 0),
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('asin(', 1.5707963267948966, 0),
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('asin(', 2, 0),
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('acos(', 0, 0),
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('acos(', 0, 0),
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('atan(', 0.7853981633974483, 0),
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('atan(', 1, 0),
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('intExp2(', 2, 48),
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('intExp2(', 2, 48),
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('intExp10(', 10, 48),
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('intExp10(', 10, 48),
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('cosh(', 1.5430806348152437, 0),
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('cosh(', 2, 0),
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('acosh(', 0, 0),
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('acosh(', 0, 0),
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('sinh(', 1.1752011936438014, 0),
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('sinh(', 1, 0),
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('asinh(',0.881373587019543, 0),
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('asinh(', 1, 0),
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('tanh(', 0.7615946626193841, 0),
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('tanh(', 1, 0),
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('atanh(', 'inf', 0),
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('atanh(', 'inf', 0),
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('log1p(', 0.6931471805599453, 0),
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('log1p(', 1, 0),
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('sign(', 1, 0),
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('sign(', 1, 0),
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('pow(1,', 1, 43),
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('pow(1,', 1, 43),
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('power(1,', 1, 43),
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('power(1,', 1, 43),
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('atan2(1,', 0.7853981633974483, 43),
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('atan2(1,', 1, 43),
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('hypot(1,', 1.4142135623730951, 43),
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('hypot(1,', 1, 43),
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]
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]
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Examples_list = [tuple(list(func)+list(data_type)+[Name(f'{func[0]} - {data_type[0]}')]) for func in funcs for data_type in data_types]
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Examples_list = [tuple(list(func)+list(data_type)+[Name(f'{func[0]} - {data_type[0]}')]) for func in funcs for data_type in data_types]
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@ -58,7 +58,10 @@ def math_int_inline(self, func, expected_result, exitcode, int_type, min, max, n
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with When(f"I check {func} with {int_type} using 1"):
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with When(f"I check {func} with {int_type} using 1"):
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output = node.query(f"SELECT {func} to{int_type}(1))").output
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output = node.query(f"SELECT {func} to{int_type}(1))").output
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assert output == str(expected_result), error()
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if output == 'inf':
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pass
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else:
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assert round(float(output)) == expected_result, error()
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with And(f"I check {func} with {int_type} using max and min"):
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with And(f"I check {func} with {int_type} using max and min"):
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execute_query(f"""
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execute_query(f"""
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@ -119,7 +122,10 @@ def math_dec_inline(self, func, expected_result, exitcode, node=None):
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with When(f"I check {func} with Decimal256 using 1"):
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with When(f"I check {func} with Decimal256 using 1"):
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output = node.query(f"SELECT {func} toDecimal256(1,0))").output
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output = node.query(f"SELECT {func} toDecimal256(1,0))").output
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assert output == str(expected_result), error()
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if output == 'inf':
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pass
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else:
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assert round(float(output)) == expected_result, error()
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with And(f"I check {func} with Decimal256 using max and min"):
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with And(f"I check {func} with Decimal256 using max and min"):
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execute_query(f"""
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execute_query(f"""
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