mirror of
https://github.com/marzer/tomlplusplus.git
synced 2024-11-02 11:26:26 +00:00
3d653de7c9
also: - fixed truncation of floating-point values when using ostreams - fixed some minor documentation issues (fixes #8) - fixed missing value deduction guides for dates and times - added serialization round-trip tests (closes #9) - added node::is_number() - added node_view::is_number() - added node_view::value_or() (closes #7) - added hexfloat parsing support for all implementations, not just <charconv> ones
141 lines
5.8 KiB
C++
141 lines
5.8 KiB
C++
#include "tests.h"
|
|
|
|
TEST_CASE("parsing - floats")
|
|
{
|
|
parsing_should_succeed(S(R"(
|
|
# fractional
|
|
flt1 = +1.0
|
|
flt2 = 3.1415
|
|
flt3 = -0.01
|
|
|
|
# exponent
|
|
flt4 = 5e+22
|
|
flt5 = 1e06
|
|
flt6 = -2E-2
|
|
|
|
# both
|
|
flt7 = 6.626e-34
|
|
|
|
flt8 = 224_617.445_991_228
|
|
)"sv),
|
|
[](table&& tbl) noexcept
|
|
{
|
|
CHECK(tbl[S("flt1")] == 1.0);
|
|
CHECK(tbl[S("flt2")] == 3.1415);
|
|
CHECK(tbl[S("flt3")] == -0.01);
|
|
CHECK(tbl[S("flt4")].as<double>()->get() == 5e+22_a);
|
|
CHECK(tbl[S("flt5")].as<double>()->get() == 1e6_a);
|
|
CHECK(tbl[S("flt6")] == -2E-2);
|
|
CHECK(tbl[S("flt7")].as<double>()->get() == 6.626e-34_a);
|
|
CHECK(tbl[S("flt8")].as<double>()->get() == 224617.445991228_a);
|
|
}
|
|
);
|
|
|
|
// "Each underscore must be surrounded by at least one digit on each side."
|
|
parsing_should_fail(S("flt8 = 224_617.445_991_228_"sv));
|
|
parsing_should_fail(S("flt8 = _224_617.445_991_228"sv));
|
|
parsing_should_fail(S("flt8 = 224__617.445_991_228"sv));
|
|
|
|
// "Float values -0.0 and +0.0 are valid and should map according to IEEE 754."
|
|
parsing_should_succeed(
|
|
S(R"(zeroes = [-0.0, +0.0])"sv),
|
|
[](table&& tbl) noexcept
|
|
{
|
|
CHECK(tbl[S("zeroes")][0] == -0.0);
|
|
CHECK(tbl[S("zeroes")][1] == +0.0);
|
|
}
|
|
);
|
|
|
|
//value tests
|
|
parse_expected_value( "1e1"sv, 1e1 );
|
|
parse_expected_value( "1e-1"sv, 1e-1 );
|
|
parse_expected_value( "1e+1"sv, 1e+1 );
|
|
parse_expected_value( "1.0"sv, 1.0 );
|
|
parse_expected_value( "1.0e1"sv, 1.0e1 );
|
|
parse_expected_value( "1.0e-1"sv, 1.0e-1 );
|
|
parse_expected_value( "1.0e+1"sv, 1.0e+1 );
|
|
parse_expected_value( "+1e1"sv, +1e1 );
|
|
parse_expected_value( "+1.0"sv, +1.0 );
|
|
parse_expected_value( "+1.0e1"sv, +1.0e1 );
|
|
parse_expected_value( "+1.0e+1"sv, +1.0e+1 );
|
|
parse_expected_value( "+1.0e-1"sv, +1.0e-1 );
|
|
parse_expected_value( "-1.0e+1"sv, -1.0e+1 );
|
|
parse_expected_value( "-1e1"sv, -1e1 );
|
|
parse_expected_value( "-1.0"sv, -1.0 );
|
|
parse_expected_value( "-1.0e1"sv, -1.0e1 );
|
|
parse_expected_value( "-1.0e-1"sv, -1.0e-1 );
|
|
parse_expected_value( "1.0"sv, 1.0 );
|
|
parse_expected_value( "0.1"sv, 0.1 );
|
|
parse_expected_value( "0.001"sv, 0.001 );
|
|
parse_expected_value( "0.100"sv, 0.100 );
|
|
parse_expected_value( "+3.14"sv, +3.14 );
|
|
parse_expected_value( "-3.14"sv, -3.14 );
|
|
parse_expected_value( "3.1415_9265_3589"sv, 3.141592653589 );
|
|
parse_expected_value( "+3.1415_9265_3589"sv, +3.141592653589 );
|
|
parse_expected_value( "-3.1415_9265_3589"sv, -3.141592653589 );
|
|
parse_expected_value( "123_456.789"sv, 123456.789 );
|
|
parse_expected_value( "+123_456.789"sv, +123456.789 );
|
|
parse_expected_value( "-123_456.789"sv, -123456.789 );
|
|
parse_expected_value( "+0.0"sv, +0.0 );
|
|
parse_expected_value( "-0.0"sv, -0.0 );
|
|
parse_expected_value( "1e10"sv, 1e10 );
|
|
parse_expected_value( "1e+10"sv, 1e+10 );
|
|
parse_expected_value( "1e-10"sv, 1e-10 );
|
|
parse_expected_value( "+1e10"sv, +1e10 );
|
|
parse_expected_value( "+1e+10"sv, +1e+10 );
|
|
parse_expected_value( "+1e-10"sv, +1e-10 );
|
|
parse_expected_value( "-1e10"sv, -1e10 );
|
|
parse_expected_value( "-1e+10"sv, -1e+10 );
|
|
parse_expected_value( "-1e-10"sv, -1e-10 );
|
|
parse_expected_value( "123e-10"sv, 123e-10 );
|
|
parse_expected_value( "1E10"sv, 1E10 );
|
|
parse_expected_value( "1E+10"sv, 1E+10 );
|
|
parse_expected_value( "1E-10"sv, 1E-10 );
|
|
parse_expected_value( "123E-10"sv, 123E-10 );
|
|
parse_expected_value( "1_2_3E-10"sv, 123E-10 );
|
|
parse_expected_value( "1_2_3E-1_0"sv, 123E-10 );
|
|
parse_expected_value( "+0e0"sv, +0e0 );
|
|
parse_expected_value( "-0e0"sv, -0e0 );
|
|
parse_expected_value( "1_2_3E-01"sv, 123E-01 );
|
|
parse_expected_value( "1_2_3E-0_1"sv, 123E-01 );
|
|
parse_expected_value( "6.02e23"sv, 6.02e23 );
|
|
parse_expected_value( "6.02e+23"sv, 6.02e+23 );
|
|
parse_expected_value( "1.112_650_06e-17"sv, 1.11265006e-17 );
|
|
|
|
//toml/issues/562 - hexfloat literals
|
|
#if TOML_LANG_HIGHER_THAN(0, 5, 0)
|
|
parse_expected_value(" 0x10.1p0"sv, 0x10.1p0 );
|
|
parse_expected_value(" 0x0.3p10"sv, 0x0.3p10 );
|
|
parse_expected_value(" 0x12.2P2"sv, 0x12.2P2 );
|
|
#else
|
|
parsing_should_fail(S("val = 0x10.1p0"sv));
|
|
parsing_should_fail(S("val = 0x0.3p10"sv));
|
|
parsing_should_fail(S("val = 0x12.2P2"sv));
|
|
#endif
|
|
}
|
|
|
|
TEST_CASE("parsing - inf and nan")
|
|
{
|
|
parsing_should_succeed(S(R"(
|
|
# infinity
|
|
sf1 = inf # positive infinity
|
|
sf2 = +inf # positive infinity
|
|
sf3 = -inf # negative infinity
|
|
|
|
# not a number
|
|
sf4 = nan # actual sNaN/qNaN encoding is implementation specific
|
|
sf5 = +nan # same as `nan`
|
|
sf6 = -nan # valid, actual encoding is implementation specific
|
|
)"sv),
|
|
[](table&& tbl) noexcept
|
|
{
|
|
CHECK(tbl[S("sf1")] == std::numeric_limits<double>::infinity());
|
|
CHECK(tbl[S("sf2")] == std::numeric_limits<double>::infinity());
|
|
CHECK(tbl[S("sf3")] == -std::numeric_limits<double>::infinity());
|
|
CHECK(std::isnan(tbl[S("sf4")].as<double>()->get()));
|
|
CHECK(std::isnan(tbl[S("sf5")].as<double>()->get()));
|
|
CHECK(std::isnan(tbl[S("sf6")].as<double>()->get()));
|
|
}
|
|
);
|
|
}
|