circuitpython/tests/float/float_parse_doubleprec.py
Yoctopuce dev 69ead7d98e py/parse: Add support for math module constants and float folding.
Add a new MICROPY_COMP_CONST_FLOAT feature, enabled by in mpy-cross and
when compiling with MICROPY_CONFIG_ROM_LEVEL_CORE_FEATURES.  The new
feature leverages the code of MICROPY_COMP_CONST_FOLDING to support folding
of floating point constants.

If MICROPY_COMP_MODULE_CONST is defined as well, math module constants are
made available at compile time. For example:

    _DEG_TO_GRADIANT = const(math.pi / 180)
    _INVALID_VALUE = const(math.nan)

A few corner cases had to be handled:
- The float const folding code should not fold expressions resulting into
  complex results, as the mpy parser for complex immediates has
  limitations.
- The constant generation code must distinguish between -0.0 and 0.0, which
  are different even if C consider them as ==.

This change removes previous limitations on the use of `const()`
expressions that would result in floating point number, so the test cases
of micropython/const_error have to be updated.

Additional test cases have been added to cover the new repr() code (from a
previous commit).  A few other simple test cases have been added to handle
the use of floats in `const()` expressions, but the float folding code
itself is also tested when running general float test cases, as float
expressions often get resolved at compile-time (with this change).

Signed-off-by: Yoctopuce dev <dev@yoctopuce.com>
2025-08-01 13:35:44 +10:00

27 lines
978 B
Python

# test parsing of floats, requiring double-precision
# very large integer part with a very negative exponent should cancel out
print(float("9" * 400 + "e-100"))
print(float("9" * 400 + "e-200"))
print(float("9" * 400 + "e-400"))
# many fractional digits
print(float("." + "9" * 400))
print(float("." + "9" * 400 + "e100"))
print(float("." + "9" * 400 + "e-100"))
# tiny fraction with large exponent
print("%.14e" % float("." + "0" * 400 + "9e100"))
print("%.14e" % float("." + "0" * 400 + "9e200"))
print("%.14e" % float("." + "0" * 400 + "9e400"))
# ensure that accuracy is retained when value is close to a subnormal
print(float("1.00000000000000000000e-307"))
print(float("10.0000000000000000000e-308"))
print(float("100.000000000000000000e-309"))
# ensure repr() adds an extra digit when needed for accurate parsing
print(float(repr(float("2.0") ** 100)) == float("2.0") ** 100)
# ensure repr does not add meaningless extra digits (1.234999999999)
print(repr(1.2345))