OpenHarmony-v6.0-Release/s

/*
 * Copyright (c) 2022-2023 Huawei Device Co., Ltd.
 * Licensed under the Apache License, Version 2.0 (the "License");
 * you may not use this file except in compliance with the License.
 * You may obtain a copy of the License at
 *
 *     http://www.apache.org/licenses/LICENSE-2.0
 *
 * Unless required by applicable law or agreed to in writing, software
 * distributed under the License is distributed on an "AS IS" BASIS,
 * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
 * See the License for the specific language governing permissions and
 * limitations under the License.
 */

#include "color_space.h"

namespace OHOS {
namespace ColorManager {
const ColorSpacePrimaries CSP_ADOBE_RGB = {0.640f, 0.330f, 0.210f, 0.710f, 0.150f, 0.060f, 0.3127f, 0.3290f};
const ColorSpacePrimaries CSP_P3_DCI = {0.680f, 0.320f, 0.265f, 0.690f, 0.150f, 0.060f, 0.314f, 0.351f};
const ColorSpacePrimaries CSP_P3_D65 = {0.680f, 0.320f, 0.265f, 0.690f, 0.150f, 0.060f, 0.3127f, 0.3290f};
const ColorSpacePrimaries CSP_BT709 = {0.640f, 0.330f, 0.300f, 0.600f, 0.150f, 0.060f, 0.3127f, 0.3290f};
const ColorSpacePrimaries CSP_BT601_P = {0.640f, 0.330f, 0.290f, 0.600f, 0.150f, 0.060f, 0.3127f, 0.3290f};
const ColorSpacePrimaries CSP_BT601_N = {0.630f, 0.340f, 0.310f, 0.595f, 0.155f, 0.070f, 0.3127f, 0.3290f};
const ColorSpacePrimaries CSP_BT2020 = {0.708f, 0.292f, 0.170f, 0.797f, 0.131f, 0.046f, 0.3127f, 0.3290f};
const ColorSpacePrimaries CSP_NTSC_1953 = {0.670f, 0.330f, 0.210f, 0.710f, 0.140f, 0.080f, 0.310f, 0.316f};
const ColorSpacePrimaries CSP_PRO_PHOTO_RGB = {0.7347f, 0.2653f, 0.1596f, 0.8404f, 0.0366f, 0.0001f, 0.34567f,
    0.35850f};

// use unique g value to represent HLG and PG transfer function
constexpr float HLG_G = -3.0f;
constexpr float PQ_G = -2.0f;
constexpr float LOG_G = -100.0f;

const TransferFunc TF_ADOBE_RGB = {2.2f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 0.0f};
const TransferFunc TF_GAMMA_2_6 = {2.6f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 0.0f};
const TransferFunc TF_SRGB = {2.4f, 1 / 1.055f, 0.055f / 1.055f, 1 / 12.92f, 0.04045f, 0.0f, 0.0f};
const TransferFunc TF_BT709 = {1 / 0.45f, 1 / 1.099f, 0.099f / 1.099f, 1 / 4.5f, 0.081f, 0.0f, 0.0f};
const TransferFunc TF_HLG = {HLG_G, 2.0f, 2.0f, 1 / 0.17883277f, 0.28466892f, 0.55991073f, 0.0f};
const TransferFunc TF_PQ = {PQ_G, -107 / 128.0f, 1.0f, 32 / 2523.0f, 2413 / 128.0f, -2392 / 128.0f, 8192 / 1305.0f};
const TransferFunc TF_LINEAR = {1.0f, 1.0f, 0.0f, 0.0f, 0.0f, 0.0f, 0.0f};
const TransferFunc TF_PRO_PHOTO_RGB = {1.8f, 1.0f, 0.0f, 1 / 16.0f, 0.031248f, 0.0f, 0.0f};
const TransferFunc TF_LOG = {LOG_G, 5.555556f, 0.050943f, 0.130233f, 0.452962f, 6.842619f, 0.092864f};

const ColorSpace CS_ADOBE_RGB = {CSP_ADOBE_RGB, TF_ADOBE_RGB};
const ColorSpace CS_DCI_P3 = {CSP_P3_DCI, TF_GAMMA_2_6};
const ColorSpace CS_DISPLAY_P3 = {CSP_P3_D65, TF_SRGB};
const ColorSpace CS_SRGB = {CSP_BT709, TF_SRGB};
const ColorSpace CS_BT709 = {CSP_BT709, TF_BT709};
const ColorSpace CS_BT601_EBU = {CSP_BT601_P, TF_BT709};
const ColorSpace CS_BT601_SMPTE_C = {CSP_BT601_N, TF_BT709};
const ColorSpace CS_BT2020_HLG = {CSP_BT2020, TF_HLG};
const ColorSpace CS_BT2020_PQ = {CSP_BT2020, TF_PQ};
const ColorSpace CS_P3_HLG = {CSP_P3_D65, TF_HLG};
const ColorSpace CS_P3_PQ = {CSP_P3_D65, TF_PQ};
const ColorSpace CS_LINEAR_P3 = {CSP_P3_D65, TF_LINEAR};
const ColorSpace CS_LINEAR_SRGB = {CSP_BT709, TF_LINEAR};
const ColorSpace CS_LINEAR_BT2020 = {CSP_BT2020, TF_LINEAR};
const ColorSpace CS_DISPLAY_BT2020_SRGB = {CSP_BT2020, TF_SRGB};
const ColorSpace CS_BT2020 = {CSP_BT2020, TF_BT709};
const ColorSpace CS_NTSC_1953 = {CSP_NTSC_1953, TF_BT709};
const ColorSpace CS_PRO_PHOTO_RGB = {CSP_PRO_PHOTO_RGB, TF_PRO_PHOTO_RGB};
const ColorSpace CS_H_LOG = {CSP_BT2020, TF_LOG};

const std::map<ColorSpaceName, ColorSpace> NamedColorSpace = {
    { ColorSpaceName::ADOBE_RGB, CS_ADOBE_RGB },
    { ColorSpaceName::DCI_P3, CS_DCI_P3 },
    { ColorSpaceName::DISPLAY_P3, CS_DISPLAY_P3 },
    { ColorSpaceName::SRGB, CS_SRGB },
    { ColorSpaceName::BT709, CS_BT709 },
    { ColorSpaceName::BT601_EBU, CS_BT601_EBU },
    { ColorSpaceName::BT601_SMPTE_C, CS_BT601_SMPTE_C },
    { ColorSpaceName::BT2020_HLG, CS_BT2020_HLG },
    { ColorSpaceName::BT2020_PQ, CS_BT2020_PQ },
    { ColorSpaceName::P3_HLG, CS_P3_HLG },
    { ColorSpaceName::P3_PQ, CS_P3_PQ },
    { ColorSpaceName::ADOBE_RGB_LIMIT, CS_ADOBE_RGB },
    { ColorSpaceName::DISPLAY_P3_LIMIT, CS_DISPLAY_P3 },
    { ColorSpaceName::SRGB_LIMIT, CS_SRGB },
    { ColorSpaceName::BT709_LIMIT, CS_BT709 },
    { ColorSpaceName::BT601_EBU_LIMIT, CS_BT601_EBU },
    { ColorSpaceName::BT601_SMPTE_C_LIMIT, CS_BT601_SMPTE_C },
    { ColorSpaceName::BT2020_HLG_LIMIT, CS_BT2020_HLG },
    { ColorSpaceName::BT2020_PQ_LIMIT, CS_BT2020_PQ },
    { ColorSpaceName::P3_HLG_LIMIT, CS_P3_HLG },
    { ColorSpaceName::P3_PQ_LIMIT, CS_P3_PQ },
    { ColorSpaceName::LINEAR_P3, CS_LINEAR_P3 },
    { ColorSpaceName::LINEAR_SRGB, CS_LINEAR_SRGB },
    { ColorSpaceName::LINEAR_BT709, CS_LINEAR_SRGB },
    { ColorSpaceName::LINEAR_BT2020, CS_LINEAR_BT2020 },
    { ColorSpaceName::DISPLAY_SRGB, CS_SRGB },
    { ColorSpaceName::DISPLAY_P3_SRGB, CS_DISPLAY_P3 },
    { ColorSpaceName::DISPLAY_P3_HLG, CS_P3_HLG },
    { ColorSpaceName::DISPLAY_P3_PQ, CS_P3_PQ },
    { ColorSpaceName::DISPLAY_BT2020_SRGB, CS_DISPLAY_BT2020_SRGB },
    { ColorSpaceName::DISPLAY_BT2020_HLG, CS_BT2020_HLG },
    { ColorSpaceName::DISPLAY_BT2020_PQ, CS_BT2020_PQ },
    { ColorSpaceName::BT2020, CS_BT2020 },
    { ColorSpaceName::NTSC_1953, CS_NTSC_1953 },
    { ColorSpaceName::PRO_PHOTO_RGB, CS_PRO_PHOTO_RGB },
    { ColorSpaceName::H_LOG, CS_H_LOG },
};

ColorSpace::ColorSpace(ColorSpaceName name)
{
    if (NamedColorSpace.find(name) != NamedColorSpace.end()) {
        const ColorSpace &colorSpace = NamedColorSpace.at(name);
        colorSpaceName = name;
        whitePoint = colorSpace.whitePoint;
        toXYZ = colorSpace.toXYZ;
        transferFunc = colorSpace.transferFunc;
    } else {
        colorSpaceName = ColorSpaceName::NONE;
    }
}

ColorSpace::ColorSpace(const ColorSpacePrimaries &primaries, const TransferFunc &transferFunc)
    : colorSpaceName(ColorSpaceName::CUSTOM),
      toXYZ(ComputeXYZD50(primaries)),
      transferFunc(transferFunc)
{
    std::array<float, 2> whiteP = {primaries.wX, primaries.wY};  // 2 means two dimension x, y
    whitePoint = whiteP;
}

ColorSpace::ColorSpace(const ColorSpacePrimaries &primaries, float gamma)
    : colorSpaceName(ColorSpaceName::CUSTOM),
      toXYZ(ComputeXYZD50(primaries))
{
    std::array<float, 2> whiteP = {primaries.wX, primaries.wY};  // 2 means two dimension x, y
    whitePoint = whiteP;
    transferFunc = {};
    transferFunc.g = gamma;
    transferFunc.a = 1.0f;
}

ColorSpace::ColorSpace(const Matrix3x3& toXYZ, const std::array<float, 2>& whitePoint, const TransferFunc &transferFunc)
    : colorSpaceName(ColorSpaceName::CUSTOM),
      toXYZ(DXToD50(toXYZ, whitePoint)),
      whitePoint(whitePoint),
      transferFunc(transferFunc)
{
}

ColorSpace::ColorSpace(const Matrix3x3 &toXYZ, const std::array<float, 2>& whitePoint, float gamma)
    : colorSpaceName(ColorSpaceName::CUSTOM), toXYZ(DXToD50(toXYZ, whitePoint)), whitePoint(whitePoint)
{
    transferFunc = {};
    transferFunc.g = gamma;
    transferFunc.a = 1.0f;
}

ColorSpace::ColorSpace(const sk_sp<SkColorSpace> src, ColorSpaceName name)
    : colorSpaceName(name)
{
    if (src) {
        float func[7];
        src->transferFn(func);
        transferFunc = {func[0], func[1], func[2], func[3], func[4], func[5], func[6]};
        skcms_Matrix3x3 toXYZD50;
        src->toXYZD50(&toXYZD50);
        toXYZ = SkToXYZToMatrix3(toXYZD50);
        whitePoint = ComputeWhitePoint(toXYZ);
    }
}

ColorSpace::ColorSpace(const skcms_ICCProfile& srcIcc, ColorSpaceName name)
    : colorSpaceName(name)
{
    if (srcIcc.has_toXYZD50 && srcIcc.has_trc) {
        skcms_TransferFunction func = srcIcc.trc[0].parametric;
        transferFunc = {func.g, func.a, func.b, func.c, func.d, func.e, func.f};
        toXYZ = SkToXYZToMatrix3(srcIcc.toXYZD50);
        whitePoint = ComputeWhitePoint(toXYZ);
    }
}

Matrix3x3 operator*(const Matrix3x3& a, const Matrix3x3& b)
{
    Matrix3x3 c = {};
    for (size_t i = 0; i < a.size(); ++i) {
        for (size_t j = 0; j < b.size(); ++j) {
            for (size_t k = 0; k < b[0].size(); ++k) {
                c[i][j] += a[i][k] * b[k][j];
            }
        }
    }
    return c;
}

Vector3 operator*(const Vector3& x, const Matrix3x3& a)
{
    Vector3 b = {};
    for (size_t i = 0; i < x.size(); ++i) {
        for (size_t j = 0; j < a.size(); ++j) {
            b[i] += x[j] * a[j][i];
        }
    }
    return b;
}

Vector3 operator*(const Matrix3x3& a, const Vector3& x)
{
    Vector3 b = {};
    for (size_t i = 0; i < a.size(); ++i) {
        for (size_t j = 0; j < x.size(); ++j) {
            b[i] += a[i][j] * x[j];
        }
    }
    return b;
}

Matrix3x3 operator/(const Vector3& a, const Vector3& b)
{
    Matrix3x3 diag = {};
    for (size_t i = 0; i < a.size(); ++i) {
        diag[i][i] += a[i] / b[i];
    }
    return diag;
}

Matrix3x3 ComputeXYZD50(const ColorSpacePrimaries& primaries)
{
    float oneRxRy = (1 - primaries.rX) / primaries.rY;
    float oneGxGy = (1 - primaries.gX) / primaries.gY;
    float oneBxBy = (1 - primaries.bX) / primaries.bY;
    float oneWxWy = (1 - primaries.wX) / primaries.wY;

    float RxRy = primaries.rX / primaries.rY;
    float GxGy = primaries.gX / primaries.gY;
    float BxBy = primaries.bX / primaries.bY;
    float WxWy = primaries.wX / primaries.wY;

    float BY = ((oneWxWy - oneRxRy) * (GxGy - RxRy) - (WxWy - RxRy) * (oneGxGy - oneRxRy)) /
        ((oneBxBy - oneRxRy) * (GxGy - RxRy) - (BxBy - RxRy) * (oneGxGy - oneRxRy));
    float GY = (WxWy - RxRy - BY * (BxBy - RxRy)) / (GxGy - RxRy);
    float RY = 1 - GY - BY;

    float RYRy = RY / primaries.rY;
    float GYGy = GY / primaries.gY;
    float BYBy = BY / primaries.bY;

    Matrix3x3 toXYZ = {{{RYRy * primaries.rX, GYGy * primaries.gX, BYBy * primaries.bX},
        {RY, GY, BY},
        {RYRy * (1 - primaries.rX - primaries.rY),
         GYGy * (1 - primaries.gX - primaries.gY),
         BYBy * (1 - primaries.bX - primaries.bY)}}};
    std::array<float, DIMES_2> wp = {primaries.wX, primaries.wY};

    return DXToD50(toXYZ, wp);
}

static Matrix3x3 AdaptationToD50(const Vector3& srcWhitePoint)
{
    Vector3 srcLMS = BRADFORD * srcWhitePoint;
    Vector3 dstLMS = BRADFORD * ILLUMINANT_D50_XYZ;
    return BRADFORD_INV * (dstLMS / srcLMS) * BRADFORD;
}

Matrix3x3 DXToD50(const Matrix3x3 &toXYZ, const std::array<float, DIMES_2> &wp)
{
    if ((wp[0] == ILLUMINANT_D50_XY[0]) && (wp[1] == ILLUMINANT_D50_XY[1])) {
        return toXYZ;
    }
    Vector3 srcXYZ = XYZ(Vector3 {wp[0], wp[1], 1.0f});
    return AdaptationToD50(srcXYZ) * toXYZ;
}

static bool IsFinite(float x)
{
    return x * 0 == 0;
}

// inverse src Matrix to dst Matrix
Matrix3x3 Invert(const Matrix3x3& src)
{
    double a00 = src[0][0];
    double a01 = src[1][0];
    double a02 = src[2][0];
    double a10 = src[0][1];
    double a11 = src[1][1];
    double a12 = src[2][1];
    double a20 = src[0][2];
    double a21 = src[1][2];
    double a22 = src[2][2];

    double b0 = a00 * a11 - a01 * a10;
    double b1 = a00 * a12 - a02 * a10;
    double b2 = a01 * a12 - a02 * a11;
    double b3 = a20;
    double b4 = a21;
    double b5 = a22;

    double determinant = b0 * b5 - b1 * b4 + b2 * b3;

    if (determinant == 0) {
        return {};
    }

    double invdet = 1.0 / determinant;
    if (invdet > +FLT_MAX || invdet < -FLT_MAX || !IsFinite((float)invdet)) {
        return {};
    }

    Matrix3x3 dst {};

    b0 *= invdet;
    b1 *= invdet;
    b2 *= invdet;
    b3 *= invdet;
    b4 *= invdet;
    b5 *= invdet;

    dst[0][0] = static_cast<float>(a11 * b5 - a12 * b4); // compute dst[0][0] value
    dst[1][0] = static_cast<float>(a02 * b4 - a01 * b5); // compute dst[1][0] value
    dst[2][0] = static_cast<float>(+b2); // compute dst[2][0] value
    dst[0][1] = static_cast<float>(a12 * b3 - a10 * b5); // compute dst[0][1] value
    dst[1][1] = static_cast<float>(a00 * b5 - a02 * b3); // compute dst[1][1] value
    dst[2][1] = static_cast<float>(-b1); // compute dst[2][1] value
    dst[0][2] = static_cast<float>(a10 * b4 - a11 * b3); // compute dst[0][2] value
    dst[1][2] = static_cast<float>(a01 * b3 - a00 * b4); // compute dst[1][2] value
    dst[2][2] = static_cast<float>(+b0); // compute dst[2][2] value

    for (size_t r = 0; r < dst.size(); ++r) {
        for (size_t c = 0; c < dst[0].size(); ++c) {
            if (!IsFinite(dst[r][c])) {
                return {};
            }
        }
    }
    return dst;
}

Vector3 ColorSpace::ToLinear(Vector3 v) const
{
    auto &p = transferFunc;
    Vector3 res = v;
    for (auto& n : res) {
        if (FloatEqual(p.g, HLG_G)) {
            float coef = -1 / (p.g * p.a * p.b);
            n = n > 1 / p.a ? coef * (std::exp(p.c * (n - p.e)) + p.d) : n * n / -p.g;
        } else if (FloatEqual(p.g, PQ_G)) {
            float tmp = std::pow(n, p.c);
            n = std::pow(std::max(p.a + p.b * tmp, 0.0f) / (p.d + p.e * tmp), p.f);
        } else if (FloatEqual(p.g, LOG_G)) {
            float coef = p.e * (1 / -p.g) + p.f;
            n = n > coef ? std::exp(n / p.c - p.d / p.c) / p.a - p.b / p.a : (n - p.f) / p.e;
        } else {
            n = n >= p.d ? std::pow(p.a * n + p.b, p.g) + p.e : p.c * n + p.f;
        }
    }
    return res;
}

Vector3 ColorSpace::ToNonLinear(Vector3 v) const
{
    auto &p = transferFunc;
    Vector3 res = v;
    for (auto& n : res) {
        if (FloatEqual(p.g, HLG_G)) {
            float coef = -p.g * p.a * p.b;
            n = n > 1 / coef ? std::log(coef * n - p.d) / p.c + p.e : std::sqrt(-p.g * n);
        } else if (FloatEqual(p.g, PQ_G)) {
            float tmp = std::pow(n, 1 / p.f);
            n = std::pow((-p.a + p.d * tmp) / (p.b - p.e * tmp), 1 / p.c);
        } else if (FloatEqual(p.g, LOG_G)) {
            n = n > 1 / -p.g ? std::log(p.a * n + p.b) * p.c + p.d : p.e * n + p.f;
        } else {
            n = n >= p.d * p.c ? (std::pow(n - p.e, 1.0f / p.g) - p.b) / p.a : (n - p.f) / p.c;
        }
    }
    return res;
}

sk_sp<SkColorSpace> ColorSpace::ToSkColorSpace() const
{
    skcms_Matrix3x3 toXYZ = ToSkiaXYZ();
    skcms_TransferFunction skTransferFun = {
        transferFunc.g,
        transferFunc.a,
        transferFunc.b,
        transferFunc.c,
        transferFunc.d,
        transferFunc.e,
        transferFunc.f,
    };
    return SkColorSpace::MakeRGB(skTransferFun, toXYZ);
}

skcms_Matrix3x3 ColorSpace::ToSkiaXYZ() const
{
    skcms_Matrix3x3 skToXYZ;
    for (int i = 0; i < DIMES_3; ++i) {
        for (int j = 0; j < DIMES_3; ++j) {
            skToXYZ.vals[i][j] = toXYZ[i][j];
        }
    }
    return skToXYZ;
}
} //! namespace ColorManager
} //! namespace OHOS