From 5a422aba704c375a307a902bafe658342e209906 Mon Sep 17 00:00:00 2001
From: scuri <scuri>
Date: Fri, 17 Oct 2008 06:10:15 +0000
Subject: First commit - moving from LuaForge to SourceForge

---
 include/im_color.h | 465 +++++++++++++++++++++++++++++++++++++++++++++++++++++
 1 file changed, 465 insertions(+)
 create mode 100644 include/im_color.h

(limited to 'include/im_color.h')

diff --git a/include/im_color.h b/include/im_color.h
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+/** \file
+ * \brief Color Manipulation
+ *
+ * See Copyright Notice in im_lib.h
+ */
+
+#ifndef __IM_COLOR_H
+#define __IM_COLOR_H
+
+#include "im_math.h"
+
+/** \defgroup color Color Manipulation
+ *
+ * \par
+ * Functions to convert from one color space to another, 
+ * and color gammut utilities.
+ * \par
+ * See \ref im_color.h
+ *
+ * \section s1 Some Color Science
+ * \par
+ * Y is luminance, a linear-light quantity. 
+ * It is directly proportional to physical intensity
+ * weighted by the spectral sensitivity of human vision.
+ * \par
+ * L* is lightness, a nonlinear luminance
+ * that aproximates the perception of brightness. 
+ * It is nearly perceptual uniform.
+ * It has a range of 0 to 100.
+ * \par
+ * Y' is luma, a nonlinear luminance that aproximates lightness.
+ * \par
+ * Brightness is a visual sensation according to which an area
+ * apears to exhibit more or less light. 
+ * It is a subjective quantity and can not be measured.
+ * \par
+ * One unit of euclidian distante in CIE L*u*v* or CIE L*a*b* corresponds
+ * roughly to a just-noticeable difference (JND) of color.
+ * \par
+\verbatim
+ ChromaUV = sqrt(u*u + v*v)       
+ HueUV = atan2(v, u)
+ SaturationUV = ChromaUV / L      (called psychometric saturation) 
+ (the same can be calculated for Lab)
+\endverbatim
+ * \par
+ * IEC 61966-2.1 Default RGB colour space - sRGB
+ * \li ITU-R Recommendation BT.709 (D65 white point).
+ * \li D65 White Point (X,Y,Z) = (0.9505 1.0000 1.0890)
+ * \par
+ * Documentation extracted from  Charles Poynton - Digital Video and HDTV - Morgan Kaufmann - 2003.
+ *
+ * \section Links
+ * \li www.color.org - ICC
+ * \li www.srgb.com - sRGB
+ * \li www.poynton.com - Charles Poynton
+ * \li www.littlecms.com - A free Color Management System (use this if you need precise color conversions)
+ *
+ * \section cci Color Component Intervals
+ * \par
+ * All the color components are stored in the 0-max interval, even the signed ones. \n
+ * Here are the pre-defined intervals for each data type. These values are used for standard color conversion.
+ * You should normalize data before converting betwwen color spaces.
+ * \par
+\verbatim
+ byte   [0,255]      or [-128,+127]          (1 byte)
+ ushort [0,65535]    or [-32768,+32767]      (2 bytes)
+ int    [0,16777215] or [-8388608,+8388607]  (3 bytes)
+ float  [0,1]        or [-0.5,+0.5]          (4 bytes)
+\endverbatim
+ * \ingroup util */
+
+/** Returns the zero value for color conversion porpouses. \n
+ * This is a value to be compensated when the data_type is unsigned and component is signed. \n
+ * \ingroup color */
+inline float imColorZero(int data_type)
+{
+  float zero[] = {128.0f, 32768.0f, 8388608.0f, 0.5f};
+  return zero[data_type];
+}
+
+/** Returns the maximum value for color conversion porpouses. \n
+ * \ingroup color */
+inline int imColorMax(int data_type)
+{
+  int max[] = {255, 65535, 16777215, 1};
+  return max[data_type];
+}
+
+/** Quantize r=0-1 values into q=0-max.
+ * max is the maximum value.
+ * max and the returned value are usually integers,
+ * but the dummy quantizer uses real values.
+ * See also \ref math.
+ * \ingroup color */
+template <class T> 
+inline T imColorQuantize(const float& value, const T& max)
+{
+  if (max == 1) return (T)value; // to allow a dummy quantizer
+  if (value >= 1) return max;
+  if (value <= 0) return 0;
+  /* return (T)imRound(value*(max + 1) - 0.5f);  not necessary since all values are positive */
+  return (T)(value*(max + 1));
+}                               
+
+/** Reconstruct 0-max values into 0-1. \n
+ * max is the maximum value.
+ * max and the given value are usually integers,
+ * but the dummy reconstructor uses real values.
+ * See also \ref math.
+ * \ingroup color */
+template <class T> 
+inline float imColorReconstruct(const T& value, const T& max)
+{
+  if (max == 1) return (float)value;  // to allow a dummy reconstructor
+  if (value <= 0) return 0;
+  if (value >= max) return 1;
+  return (((float)value + 0.5f)/((float)max + 1.0f));
+}
+
+/** Converts Y'CbCr to R'G'B' (all nonlinear). \n
+ * ITU-R Recommendation 601-1 with no headroom/footroom.
+\verbatim
+ 0 <= Y <= 1 ; -0.5 <= CbCr <= 0.5 ; 0 <= RGB <= 1 
+
+ R'= Y' + 0.000 *Cb + 1.402 *Cr
+ G'= Y' - 0.344 *Cb - 0.714 *Cr
+ B'= Y' + 1.772 *Cb + 0.000 *Cr
+\endverbatim
+ * \ingroup color */
+template <class T> 
+inline void imColorYCbCr2RGB(const T Y, const T Cb, const T Cr, 
+                             T& R, T& G, T& B,
+                             const T& zero, const T& max)
+{
+  float r = float(Y                        + 1.402f * (Cr - zero));
+  float g = float(Y - 0.344f * (Cb - zero) - 0.714f * (Cr - zero));
+  float b = float(Y + 1.772f * (Cb - zero));
+
+  // now we should enforce 0<= rgb <= max
+
+  R = (T)IM_CROPMAX(r, max);
+  G = (T)IM_CROPMAX(g, max);
+  B = (T)IM_CROPMAX(b, max);
+}
+
+/** Converts R'G'B' to Y'CbCr (all nonlinear). \n
+ * ITU-R Recommendation 601-1 with no headroom/footroom.
+\verbatim
+ 0 <= Y <= 1 ; -0.5 <= CbCr <= 0.5 ; 0 <= RGB <= 1 
+
+ Y' =  0.299 *R' + 0.587 *G' + 0.114 *B'
+ Cb = -0.169 *R' - 0.331 *G' + 0.500 *B'
+ Cr =  0.500 *R' - 0.419 *G' - 0.081 *B'
+\endverbatim
+ * \ingroup color */
+template <class T> 
+inline void imColorRGB2YCbCr(const T R, const T G, const T B, 
+                             T& Y, T& Cb, T& Cr,
+                             const T& zero)
+{
+  Y  = (T)( 0.299f *R + 0.587f *G + 0.114f *B);
+  Cb = (T)(-0.169f *R - 0.331f *G + 0.500f *B + (float)zero);
+  Cr = (T)( 0.500f *R - 0.419f *G - 0.081f *B + (float)zero);
+
+  // there is no need for cropping here, YCrCr is already at the limits
+}
+
+/** Converts C'M'Y'K' to R'G'B' (all nonlinear). \n
+ * This is a poor conversion that works for a simple visualization.
+\verbatim
+  0 <= CMYK <= 1 ; 0 <= RGB <= 1 
+
+  R = (1 - K) * (1 - C)
+  G = (1 - K) * (1 - M)
+  B = (1 - K) * (1 - Y)
+\endverbatim
+ * \ingroup color */
+template <class T>
+inline void imColorCMYK2RGB(const T C, const T M, const T Y, const T K, 
+                            T& R, T& G, T& B, const T& max)
+{
+  T W = max - K;
+  R = (T)((W * (max - C)) / max);
+  G = (T)((W * (max - M)) / max);
+  B = (T)((W * (max - Y)) / max);
+
+  // there is no need for cropping here, RGB is already at the limits
+}
+
+/** Converts CIE XYZ to Rec 709 RGB (all linear). \n
+ * ITU-R Recommendation BT.709 (D65 white point). \n
+\verbatim
+  0 <= XYZ <= 1 ; 0 <= RGB <= 1    
+
+  R =  3.2406 *X - 1.5372 *Y - 0.4986 *Z
+  G = -0.9689 *X + 1.8758 *Y + 0.0415 *Z
+  B =  0.0557 *X - 0.2040 *Y + 1.0570 *Z
+\endverbatim
+ * \ingroup color */
+template <class T>
+inline void imColorXYZ2RGB(const T X, const T Y, const T Z, 
+                           T& R, T& G, T& B, const T& max)
+{
+  float r =  3.2406f *X - 1.5372f *Y - 0.4986f *Z;
+  float g = -0.9689f *X + 1.8758f *Y + 0.0415f *Z;
+  float b =  0.0557f *X - 0.2040f *Y + 1.0570f *Z;
+
+  // we need to crop because not all XYZ colors are visible
+
+  R = (T)IM_CROPMAX(r, max);
+  G = (T)IM_CROPMAX(g, max);
+  B = (T)IM_CROPMAX(b, max);
+}
+
+/** Converts Rec 709 RGB to CIE XYZ (all linear). \n
+ * ITU-R Recommendation BT.709 (D65 white point). \n
+\verbatim
+  0 <= XYZ <= 1 ; 0 <= RGB <= 1    
+
+  X = 0.4124 *R + 0.3576 *G + 0.1805 *B
+  Y = 0.2126 *R + 0.7152 *G + 0.0722 *B
+  Z = 0.0193 *R + 0.1192 *G + 0.9505 *B
+\endverbatim
+ * \ingroup color */
+template <class T>
+inline void imColorRGB2XYZ(const T R, const T G, const T B, 
+                           T& X, T& Y, T& Z)
+{
+  X = (T)(0.4124f *R + 0.3576f *G + 0.1805f *B);
+  Y = (T)(0.2126f *R + 0.7152f *G + 0.0722f *B);
+  Z = (T)(0.0193f *R + 0.1192f *G + 0.9505f *B);
+
+  // there is no need for cropping here, XYZ is already at the limits
+}
+
+#define IM_FWLAB(_w) (_w > 0.008856f?               \
+                        powf(_w, 1.0f/3.0f):        \
+                        7.787f * _w + 0.16f/1.16f)
+
+/** Converts CIE XYZ (linear) to CIE L*a*b* (nonlinear). \n
+ * The white point is D65. \n
+\verbatim
+  0 <= L <= 1 ; -0.5 <= ab <= +0.5 ; 0 <= XYZ <= 1 
+
+  if (t > 0.008856)
+    f(t) = pow(t, 1/3)
+  else
+    f(t) = 7.787*t + 16/116
+
+  fX = f(X / Xn)      fY = f(Y / Yn)      fZ = f(Z / Zn)
+
+  L = 1.16 * fY - 0.16
+  a = 2.5 * (fX - fY)
+  b = (fY - fZ)
+
+\endverbatim
+ * \ingroup color */
+inline void imColorXYZ2Lab(const float X, const float Y, const float Z, 
+                           float& L, float& a, float& b)
+{
+  float fX = X / 0.9505f;  // white point D65
+  float fY = Y / 1.0f;
+  float fZ = Z / 1.0890f;
+
+  fX = IM_FWLAB(fX);
+  fY = IM_FWLAB(fY);
+  fZ = IM_FWLAB(fZ);
+
+  L = 1.16f * fY - 0.16f;
+  a = 2.5f * (fX - fY);
+  b = (fY - fZ);
+}
+
+#define IM_GWLAB(_w)  (_w > 0.20689f?                     \
+                         powf(_w, 3.0f):                  \
+                         0.1284f * (_w - 0.16f/1.16f))
+
+/** Converts CIE L*a*b* (nonlinear) to CIE XYZ (linear). \n
+ * The white point is D65. \n
+ * 0 <= L <= 1 ; -0.5 <= ab <= +0.5 ; 0 <= XYZ <= 1 
+ * \ingroup color */
+inline void imColorLab2XYZ(const float L, const float a, const float b, 
+                           float& X, float& Y, float& Z)
+
+{
+  float fY = (L + 0.16f) / 1.16f;
+  float gY = IM_GWLAB(fY);
+
+  float fgY = IM_FWLAB(gY);
+  float gX = fgY + a / 2.5f;
+  float gZ = fgY - b;
+  gX = IM_GWLAB(gX);
+  gZ = IM_GWLAB(gZ);
+
+  X = gX * 0.9505f;     // white point D65
+  Y = gY * 1.0f;
+  Z = gZ * 1.0890f;
+}
+
+/** Converts CIE XYZ (linear) to CIE L*u*v* (nonlinear). \n
+ * The white point is D65. \n
+\verbatim
+  0 <= L <= 1 ; -1 <= uv <= +1 ; 0 <= XYZ <= 1
+
+  Y = Y / 1.0      (for D65)
+  if (Y > 0.008856)
+    fY = pow(Y, 1/3)
+  else
+    fY = 7.787 * Y + 0.16/1.16
+  L = 1.16 * fY - 0.16
+
+  U(x, y, z) = (4 * x)/(x + 15 * y + 3 * z)
+  V(x, y, z) = (9 * x)/(x + 15 * y + 3 * z)
+  un = U(Xn, Yn, Zn) = 0.1978      (for D65)
+  vn = V(Xn, Yn, Zn) = 0.4683      (for D65)
+  fu = U(X, Y, Z) 
+  fv = V(X, Y, Z) 
+
+  u = 13 * L * (fu - un)
+  v = 13 * L * (fv - vn)
+\endverbatim
+ * \ingroup color */
+inline void imColorXYZ2Luv(const float X, const float Y, const float Z, 
+                           float& L, float& u, float& v)
+{
+  float XYZ = (float)(X + 15 * Y + 3 * Z);
+  float fY = Y / 1.0f;
+
+  if (XYZ != 0)
+  {
+    L = 1.16f * IM_FWLAB(fY) - 0.16f;
+    u = 6.5f * L * ((4 * X)/XYZ - 0.1978f);
+    v = 6.5f * L * ((9 * Y)/XYZ - 0.4683f);
+  }
+  else
+  {
+    L = u = v = 0;
+  }
+}
+
+/** Converts CIE L*u*v* (nonlinear) to CIE XYZ (linear). \n
+ * The white point is D65.
+ * 0 <= L <= 1 ; -0.5 <= uv <= +0.5 ; 0 <= XYZ <= 1 \n
+ * \ingroup color */
+inline void imColorLuv2XYZ(const float L, const float u, const float v, 
+                           float& X, float& Y, float& Z)
+
+{
+  float fY = (L + 0.16f) / 1.16f;
+  Y = IM_GWLAB(fY) * 1.0f;
+
+  float ul = 0.1978f, vl = 0.4683f;
+  if (L != 0)
+  {
+    ul = u / (6.5f * L) + 0.1978f;
+    vl = v / (6.5f * L) + 0.4683f;
+  }
+
+  X = ((9 * ul) / (4 * vl)) * Y;
+  Z = ((12 - 3 * ul - 20 * vl) / (4 * vl)) * Y;
+}
+
+/** Converts nonlinear values to linear values. \n
+ * We use the sRGB transfer function. sRGB uses ITU-R 709 primaries and D65 white point. \n
+\verbatim
+  0 <= l <= 1 ; 0 <= v <= 1 
+
+  if (v < 0.03928)
+    l = v / 12.92
+  else
+    l = pow((v + 0.055) / 1.055, 2.4)
+\endverbatim
+ * \ingroup color */                           
+inline float imColorTransfer2Linear(const float& nonlinear_value)
+{
+  if (nonlinear_value < 0.03928f)
+    return nonlinear_value / 12.92f;
+  else
+    return powf((nonlinear_value + 0.055f) / 1.055f, 2.4f);
+}
+
+/** Converts linear values to nonlinear values. \n
+ * We use the sRGB transfer function. sRGB uses ITU-R 709 primaries and D65 white point. \n
+\verbatim
+  0 <= l <= 1 ; 0 <= v <= 1 
+
+  if (l < 0.0031308)
+    v = 12.92 * l
+  else
+    v = 1.055 * pow(l, 1/2.4) - 0.055
+\endverbatim
+ * \ingroup color */                           
+inline float imColorTransfer2Nonlinear(const float& value)
+{
+  if (value < 0.0031308f)
+    return 12.92f * value;
+  else
+    return 1.055f * powf(value, 1.0f/2.4f) - 0.055f;
+}
+
+/** Converts RGB (linear) to R'G'B' (nonlinear).
+ * \ingroup color */
+inline void imColorRGB2RGBNonlinear(const float RL, const float GL, const float BL,
+                                    float& R, float& G, float& B)
+{
+  R = imColorTransfer2Nonlinear(RL);
+  G = imColorTransfer2Nonlinear(GL);
+  B = imColorTransfer2Nonlinear(BL);
+}
+
+/** Converts R'G'B' to Y' (all nonlinear). \n
+\verbatim
+ Y'  =  0.299 *R' + 0.587 *G' + 0.114 *B'
+\endverbatim
+ * \ingroup color */
+template <class T> 
+inline T imColorRGB2Luma(const T R, const T G, const T B)
+{
+  return (T)((299 * R + 587 * G + 114 * B) / 1000);
+}
+
+/** Converts Luminance (CIE Y) to Lightness (CIE L*) (all linear). \n
+ * The white point is D65.
+\verbatim
+  0 <= Y <= 1 ; 0 <= L* <= 1
+
+  Y = Y / 1.0      (for D65)
+  if (Y > 0.008856)
+    fY = pow(Y, 1/3)
+  else
+    fY = 7.787 * Y + 0.16/1.16
+  L = 1.16 * fY - 0.16
+\endverbatim
+ * \ingroup color */
+inline float imColorLuminance2Lightness(const float& Y)
+{
+  return 1.16f * IM_FWLAB(Y) - 0.16f;
+}
+
+/** Converts Lightness (CIE L*) to Luminance (CIE Y) (all linear). \n
+ * The white point is D65.
+\verbatim
+  0 <= Y <= 1 ; 0 <= L* <= 1
+
+  fY = (L + 0.16)/1.16
+  if (fY > 0.20689)
+    Y = pow(fY, 3)
+  else
+    Y = 0.1284 * (fY - 0.16/1.16)
+  Y = Y * 1.0      (for D65)
+\endverbatim
+ * \ingroup color */
+inline float imColorLightness2Luminance(const float& L)
+{
+  float fY = (L + 0.16f) / 1.16f;
+  return IM_GWLAB(fY);
+}
+
+#undef IM_FWLAB
+#undef IM_GWLAB
+#undef IM_CROPL
+#undef IM_CROPC
+
+#endif
-- 
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