📄 block.c
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/*
***********************************************************************
* COPYRIGHT AND WARRANTY INFORMATION
*
* Copyright 2001, International Telecommunications Union, Geneva
*
* DISCLAIMER OF WARRANTY
*
* These software programs are available to the user without any
* license fee or royalty on an "as is" basis. The ITU disclaims
* any and all warranties, whether express, implied, or
* statutory, including any implied warranties of merchantability
* or of fitness for a particular purpose. In no event shall the
* contributor or the ITU be liable for any incidental, punitive, or
* consequential damages of any kind whatsoever arising from the
* use of these programs.
*
* This disclaimer of warranty extends to the user of these programs
* and user's customers, employees, agents, transferees, successors,
* and assigns.
*
* The ITU does not represent or warrant that the programs furnished
* hereunder are free of infringement of any third-party patents.
* Commercial implementations of ITU-T Recommendations, including
* shareware, may be subject to royalty fees to patent holders.
* Information regarding the ITU-T patent policy is available from
* the ITU Web site at http://www.itu.int.
*
* THIS IS NOT A GRANT OF PATENT RIGHTS - SEE THE ITU-T PATENT POLICY.
************************************************************************
*/
/*!
***********************************************************************
* \file
* block.c
*
* \brief
* Block functions
*
* \author
* Main contributors (see contributors.h for copyright, address and affiliation details)
* - Inge Lille-Lang鴜 <inge.lille-langoy@telenor.com>
* - Rickard Sjoberg <rickard.sjoberg@era.ericsson.se>
***********************************************************************
*/
#include "contributors.h"
#include <stdlib.h>
#include <math.h>
#include "block.h"
#define Q_BITS 15
static const int quant_coef[6][4][4] = {
{{13107, 8066,13107, 8066},{ 8066, 5243, 8066, 5243},{13107, 8066,13107, 8066},{ 8066, 5243, 8066, 5243}},
{{11916, 7490,11916, 7490},{ 7490, 4660, 7490, 4660},{11916, 7490,11916, 7490},{ 7490, 4660, 7490, 4660}},
{{10082, 6554,10082, 6554},{ 6554, 4194, 6554, 4194},{10082, 6554,10082, 6554},{ 6554, 4194, 6554, 4194}},
{{ 9362, 5825, 9362, 5825},{ 5825, 3647, 5825, 3647},{ 9362, 5825, 9362, 5825},{ 5825, 3647, 5825, 3647}},
{{ 8192, 5243, 8192, 5243},{ 5243, 3355, 5243, 3355},{ 8192, 5243, 8192, 5243},{ 5243, 3355, 5243, 3355}},
{{ 7282, 4559, 7282, 4559},{ 4559, 2893, 4559, 2893},{ 7282, 4559, 7282, 4559},{ 4559, 2893, 4559, 2893}}
};
static const int A[4][4] = {
{ 16, 20, 16, 20},
{ 20, 25, 20, 25},
{ 16, 20, 16, 20},
{ 20, 25, 20, 25}
};
// Notation for comments regarding prediction and predictors.
// The pels of the 4x4 block are labelled a..p. The predictor pels above
// are labelled A..H, from the left I..L, and from above left X, as follows:
//
// X A B C D E F G H
// I a b c d
// J e f g h
// K i j k l
// L m n o p
//
// Predictor array index definitions
#define P_X (PredPel[0])
#define P_A (PredPel[1])
#define P_B (PredPel[2])
#define P_C (PredPel[3])
#define P_D (PredPel[4])
#define P_E (PredPel[5])
#define P_F (PredPel[6])
#define P_G (PredPel[7])
#define P_H (PredPel[8])
#define P_I (PredPel[9])
#define P_J (PredPel[10])
#define P_K (PredPel[11])
#define P_L (PredPel[12])
/*!
***********************************************************************
* \brief
* makes and returns 4x4 blocks with all 5 intra prediction modes
*
* \return
* DECODING_OK decoding of intraprediction mode was sucessfull \n
* SEARCH_SYNC search next sync element as errors while decoding occured
***********************************************************************
*/
int intrapred(
struct img_par *img, //!< image parameters
int ioff, //!< pixel offset X within MB
int joff, //!< pixel offset Y within MB
int img_block_x, //!< location of block X, multiples of 4
int img_block_y) //!< location of block Y, multiples of 4
{
int i,j;
int s0;
int img_y,img_x;
int PredPel[13]; // array of predictor pels
int block_available_up;
int block_available_up_right;
int block_available_left;
int block_available_up_left; // new
byte predmode = img->ipredmode[img_block_x+1][img_block_y+1];
img_x=img_block_x*4;
img_y=img_block_y*4;
if (img->mb_field)
{
if (img->current_mb_nr%2)
{
predmode = img->ipredmode_bot[img_block_x+1][img_block_y+1];
block_available_up = (img->ipredmode_bot[img_block_x+1][img_block_y] >=0);
block_available_up_right = (img->ipredmode_bot[img_x/BLOCK_SIZE+2][img_y/BLOCK_SIZE] >=0); // ???
block_available_left = (img->ipredmode_bot[img_block_x][img_block_y+1] >=0);
block_available_up_left = (img->ipredmode_bot[img_block_x][img_block_y] >=0);
if(img->mb_frame_field_flag && img_x%MB_BLOCK_SIZE == 12 && img_y%MB_BLOCK_SIZE )
block_available_up_right = 0;
}
else
{
predmode = img->ipredmode_top[img_block_x+1][img_block_y+1];
block_available_up = (img->ipredmode_top[img_block_x+1][img_block_y] >=0);
block_available_up_right = (img->ipredmode_top[img_x/BLOCK_SIZE+2][img_y/BLOCK_SIZE] >=0); // ???
block_available_left = (img->ipredmode_top[img_block_x][img_block_y+1] >=0);
block_available_up_left = (img->ipredmode_top[img_block_x][img_block_y] >=0);
if(img->mb_frame_field_flag && img_x%MB_BLOCK_SIZE == 12 && img_y%MB_BLOCK_SIZE )
block_available_up_right = 0;
}
}
else
{
block_available_up = (img->ipredmode[img_block_x+1][img_block_y] >=0); /// can use frm
block_available_up_right = (img->ipredmode[img_x/BLOCK_SIZE+2][img_y/BLOCK_SIZE] >=0); // ??? /// can use frm
block_available_left = (img->ipredmode[img_block_x][img_block_y+1] >=0); /// can use frm
block_available_up_left = (img->ipredmode[img_block_x][img_block_y] >=0);
if(img->mb_frame_field_flag && img_x%MB_BLOCK_SIZE == 12 && img_y%(2*MB_BLOCK_SIZE) )
block_available_up_right = 0;
}
if( img_x+4 == img->width )
{
block_available_up_right = 0;
}
/*
if(img_x%MB_BLOCK_SIZE == 12 && img->mb_frame_field_flag)
block_available_up_right = 0;
*/
i = (img_x & 15);
j = (img_y & 15);
if (block_available_up_right)
{
if ((i == 4 && j == 4) ||
(i == 12 && j == 4) ||
(i == 12 && j == 8) ||
(i == 4 && j == 12) ||
(i == 12 && j == 12))
{
block_available_up_right = 0;
}
}
// form predictor pels
if (block_available_up)
{
P_A = imgY[img_y-1][img_x+0];
P_B = imgY[img_y-1][img_x+1];
P_C = imgY[img_y-1][img_x+2];
P_D = imgY[img_y-1][img_x+3];
if (block_available_up_right)
{
P_E = imgY[img_y-1][img_x+4];
P_F = imgY[img_y-1][img_x+5];
P_G = imgY[img_y-1][img_x+6];
P_H = imgY[img_y-1][img_x+7];
}
else
{
P_E = P_F = P_G = P_H = P_D;
}
}
else
{
P_A = P_B = P_C = P_D = P_E = P_F = P_G = P_H = 128;
}
if (block_available_left)
{
P_I = imgY[img_y+0][img_x-1];
P_J = imgY[img_y+1][img_x-1];
P_K = imgY[img_y+2][img_x-1];
P_L = imgY[img_y+3][img_x-1];
}
else
{
P_I = P_J = P_K = P_L = 128;
}
if (block_available_up_left)
{
P_X = imgY[img_y-1][img_x-1];
}
else
{
P_X = 128;
}
switch (predmode)
{
case DC_PRED: /* DC prediction */
s0 = 0;
if (block_available_up && block_available_left)
{
// no edge
s0 = (P_A + P_B + P_C + P_D + P_I + P_J + P_K + P_L + 4)/(2*BLOCK_SIZE);
}
else if (!block_available_up && block_available_left)
{
// upper edge
s0 = (P_I + P_J + P_K + P_L + 2)/BLOCK_SIZE;
}
else if (block_available_up && !block_available_left)
{
// left edge
s0 = (P_A + P_B + P_C + P_D + 2)/BLOCK_SIZE;
}
else //if (!block_available_up && !block_available_left)
{
// top left corner, nothing to predict from
s0 = 128;
}
for (j=0; j < BLOCK_SIZE; j++)
{
for (i=0; i < BLOCK_SIZE; i++)
{
// store DC prediction
img->mpr[i+ioff][j+joff] = s0;
}
}
break;
case VERT_PRED: /* vertical prediction from block above */
for(j=0;j<BLOCK_SIZE;j++)
for(i=0;i<BLOCK_SIZE;i++)
img->mpr[i+ioff][j+joff]=imgY[img_y-1][img_x+i];/* store predicted 4x4 block */
break;
case HOR_PRED: /* horisontal prediction from left block */
for(j=0;j<BLOCK_SIZE;j++)
for(i=0;i<BLOCK_SIZE;i++)
img->mpr[i+ioff][j+joff]=imgY[img_y+j][img_x-1]; /* store predicted 4x4 block */
break;
case DIAG_DOWN_RIGHT_PRED:
img->mpr[0+ioff][3+joff] = (P_L + 2*P_K + P_J + 2) / 4;
img->mpr[0+ioff][2+joff] =
img->mpr[1+ioff][3+joff] = (P_K + 2*P_J + P_I + 2) / 4;
img->mpr[0+ioff][1+joff] =
img->mpr[1+ioff][2+joff] =
img->mpr[2+ioff][3+joff] = (P_J + 2*P_I + P_X + 2) / 4;
img->mpr[0+ioff][0+joff] =
img->mpr[1+ioff][1+joff] =
img->mpr[2+ioff][2+joff] =
img->mpr[3+ioff][3+joff] = (P_I + 2*P_X + P_A + 2) / 4;
img->mpr[1+ioff][0+joff] =
img->mpr[2+ioff][1+joff] =
img->mpr[3+ioff][2+joff] = (P_X + 2*P_A + P_B + 2) / 4;
img->mpr[2+ioff][0+joff] =
img->mpr[3+ioff][1+joff] = (P_A + 2*P_B + P_C + 2) / 4;
img->mpr[3+ioff][0+joff] = (P_B + 2*P_C + P_D + 2) / 4;
break;
case DIAG_DOWN_LEFT_PRED:
img->mpr[0+ioff][0+joff] = (P_A + P_C + 2*(P_B) + 2) / 4;
img->mpr[1+ioff][0+joff] =
img->mpr[0+ioff][1+joff] = (P_B + P_D + 2*(P_C) + 2) / 4;
img->mpr[2+ioff][0+joff] =
img->mpr[1+ioff][1+joff] =
img->mpr[0+ioff][2+joff] = (P_C + P_E + 2*(P_D) + 2) / 4;
img->mpr[3+ioff][0+joff] =
img->mpr[2+ioff][1+joff] =
img->mpr[1+ioff][2+joff] =
img->mpr[0+ioff][3+joff] = (P_D + P_F + 2*(P_E) + 2) / 4;
img->mpr[3+ioff][1+joff] =
img->mpr[2+ioff][2+joff] =
img->mpr[1+ioff][3+joff] = (P_E + P_G + 2*(P_F) + 2) / 4;
img->mpr[3+ioff][2+joff] =
img->mpr[2+ioff][3+joff] = (P_F + P_H + 2*(P_G) + 2) / 4;
img->mpr[3+ioff][3+joff] = (P_G + 3*(P_H) + 2) / 4;
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