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feat: IEEE floating-point division remainder
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@ -20,6 +20,7 @@
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- feat: `ppm` parts per million added by [@nebkat](https://github.com/nebkat)
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- feat: `atan2` 2-argument arctangent added by [@nebkat](https://github.com/nebkat)
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- feat: `fmod` floating-point division remainder added by [@nebkat](https://github.com/nebkat)
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- feat: `remainder` IEEE division remainder added by [@nebkat](https://github.com/nebkat)
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- feat: `std::format` support added
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- feat: unit text output support added
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- feat: formatting error messages improved
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@ -337,7 +337,7 @@ Among others, we can find there the following:
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- `exp()`,
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- `abs()`,
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- `epsilon()`,
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- `fma()`, `fmod()`,
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- `fma()`, `fmod()`, `remainder()`,
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- `isfinite()`, `isinf()`, `isnan()`,
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- `floor()`, `ceil()`, `round()`,
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- `inverse()`,
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@ -214,6 +214,23 @@ template<auto R1, typename Rep1, auto R2, typename Rep2>
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return quantity{fmod(x.numerical_value_in(unit), y.numerical_value_in(unit)), ref};
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}
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/**
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* @brief Computes the IEEE remainder of the floating point division operation x / y.
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*/
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template<auto R1, typename Rep1, auto R2, typename Rep2>
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requires requires(Rep1 v1, Rep2 v2) {
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common_reference(R1, R2);
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requires requires { remainder(v1, v2); } || requires { std::remainder(v1, v2); };
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}
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[[nodiscard]] constexpr QuantityOf<get_quantity_spec(R1)> auto remainder(const quantity<R1, Rep1>& x,
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const quantity<R2, Rep2>& y) noexcept
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{
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constexpr auto ref = common_reference(R1, R2);
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constexpr auto unit = get_unit(ref);
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using std::remainder;
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return quantity{remainder(x.numerical_value_in(unit), y.numerical_value_in(unit)), ref};
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}
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/**
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* @brief Returns the epsilon of the quantity
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@ -89,6 +89,24 @@ TEST_CASE("fmod functions", "[math][fmod]")
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}
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}
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TEST_CASE("remainder functions", "[math][remainder]")
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{
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SECTION("remainder should work on the same quantities")
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{
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REQUIRE(remainder(4. * isq::length[km], 3. * isq::length[km]) == 1. * isq::length[km]);
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REQUIRE(remainder(-9. * isq::length[km], 3. * isq::length[km]) == -0. * isq::length[km]);
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REQUIRE(remainder(3 * isq::length[km], 2 * isq::length[km]) == -1 * isq::length[km]);
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REQUIRE(remainder(4 * isq::length[km], 2.75f * isq::length[km]) == 1.25 * isq::length[km]);
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}
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SECTION("remainder should work with different units of the same dimension")
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{
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REQUIRE(remainder(4. * isq::length[km], 3000. * isq::length[m]) == 1000. * isq::length[m]);
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REQUIRE(remainder(-9. * isq::length[km], 3000. * isq::length[m]) == -0. * isq::length[m]);
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REQUIRE(remainder(3. * isq::length[km], 2000. * isq::length[m]) == -1000 * isq::length[m]);
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REQUIRE(remainder(4 * isq::length[km], 2750 * isq::length[m]) == 1250 * isq::length[m]);
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}
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}
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TEST_CASE("'isfinite()' accepts dimensioned arguments", "[math][isfinite]") { REQUIRE(isfinite(4.0 * isq::length[m])); }
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TEST_CASE("'isinf()' accepts dimensioned arguments", "[math][isinf]") { REQUIRE(!isinf(4.0 * isq::length[m])); }
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@ -59,6 +59,12 @@ static_assert(compare(fmod(9.0 * km, -3.0 * km), 0.0 * km));
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static_assert(compare(fmod(9.5 * km, -2000 * m), 1500.0 * m));
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static_assert(compare(fmod(3 * km, 2 * km), 1.0 * km));
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static_assert(compare(fmod(4 * km, 2.5f * km), 1.5 * km));
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static_assert(compare(remainder(4.0 * km, 3.0 * km), 1.0 * km));
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static_assert(compare(remainder(-4.0 * km, 3.0 * km), -1.0 * km));
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static_assert(compare(remainder(9.0 * km, -3.0 * km), 0.0 * km));
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static_assert(compare(remainder(9.5 * km, -2000 * m), -500.0 * m));
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static_assert(compare(remainder(3 * km, 2 * km), -1.0 * km));
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static_assert(compare(remainder(4 * km, 2.75f * km), 1.25 * km));
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static_assert(compare(pow<0>(2 * m), 1 * one));
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static_assert(compare(pow<1>(2 * m), 2 * m));
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static_assert(compare(pow<2>(2 * m), 4 * pow<2>(m), 4 * m2));
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