ccba289f8d
This commit enables a fast path computational flow for forward transformation. It checks the sse and variance of prediction residuals and decides if the quantized coefficients are all zero, dc only, or more. It then selects the corresponding coding path in the forward transformation and quantization stage. It is currently enabled in rtc coding mode. Will do it for rd coding mode next. In speed -6, the runtime for pedestrian_area 1080p at 1000 kbps goes down from 14234 ms to 13704 ms, i.e., about 4% speed-up. Overall coding performance for rtc set is changed by -0.18%. Change-Id: I0452da1786d59bc8bcbe0a35fdae9f623d1d44e1
1431 lines
45 KiB
C
1431 lines
45 KiB
C
/*
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* Copyright (c) 2010 The WebM project authors. All Rights Reserved.
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*
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* Use of this source code is governed by a BSD-style license
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* that can be found in the LICENSE file in the root of the source
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* tree. An additional intellectual property rights grant can be found
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* in the file PATENTS. All contributing project authors may
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* be found in the AUTHORS file in the root of the source tree.
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*/
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#include <assert.h>
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#include <math.h>
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#include "./vpx_config.h"
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#include "./vp9_rtcd.h"
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#include "vp9/common/vp9_blockd.h"
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#include "vp9/common/vp9_idct.h"
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#include "vp9/common/vp9_systemdependent.h"
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static INLINE int fdct_round_shift(int input) {
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int rv = ROUND_POWER_OF_TWO(input, DCT_CONST_BITS);
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assert(INT16_MIN <= rv && rv <= INT16_MAX);
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return rv;
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}
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static void fdct4(const int16_t *input, int16_t *output) {
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int16_t step[4];
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int temp1, temp2;
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step[0] = input[0] + input[3];
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step[1] = input[1] + input[2];
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step[2] = input[1] - input[2];
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step[3] = input[0] - input[3];
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temp1 = (step[0] + step[1]) * cospi_16_64;
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temp2 = (step[0] - step[1]) * cospi_16_64;
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output[0] = fdct_round_shift(temp1);
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output[2] = fdct_round_shift(temp2);
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temp1 = step[2] * cospi_24_64 + step[3] * cospi_8_64;
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temp2 = -step[2] * cospi_8_64 + step[3] * cospi_24_64;
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output[1] = fdct_round_shift(temp1);
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output[3] = fdct_round_shift(temp2);
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}
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void vp9_fdct4x4_1_c(const int16_t *input, int16_t *output, int stride) {
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int r, c;
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int16_t sum = 0;
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for (r = 0; r < 4; ++r)
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for (c = 0; c < 4; ++c)
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sum += input[r * stride + c];
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output[0] = sum << 3;
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output[1] = 0;
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}
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void vp9_fdct4x4_c(const int16_t *input, int16_t *output, int stride) {
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// The 2D transform is done with two passes which are actually pretty
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// similar. In the first one, we transform the columns and transpose
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// the results. In the second one, we transform the rows. To achieve that,
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// as the first pass results are transposed, we transpose the columns (that
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// is the transposed rows) and transpose the results (so that it goes back
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// in normal/row positions).
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int pass;
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// We need an intermediate buffer between passes.
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int16_t intermediate[4 * 4];
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const int16_t *in = input;
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int16_t *out = intermediate;
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// Do the two transform/transpose passes
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for (pass = 0; pass < 2; ++pass) {
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/*canbe16*/ int input[4];
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/*canbe16*/ int step[4];
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/*needs32*/ int temp1, temp2;
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int i;
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for (i = 0; i < 4; ++i) {
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// Load inputs.
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if (0 == pass) {
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input[0] = in[0 * stride] * 16;
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input[1] = in[1 * stride] * 16;
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input[2] = in[2 * stride] * 16;
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input[3] = in[3 * stride] * 16;
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if (i == 0 && input[0]) {
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input[0] += 1;
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}
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} else {
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input[0] = in[0 * 4];
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input[1] = in[1 * 4];
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input[2] = in[2 * 4];
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input[3] = in[3 * 4];
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}
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// Transform.
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step[0] = input[0] + input[3];
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step[1] = input[1] + input[2];
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step[2] = input[1] - input[2];
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step[3] = input[0] - input[3];
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temp1 = (step[0] + step[1]) * cospi_16_64;
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temp2 = (step[0] - step[1]) * cospi_16_64;
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out[0] = fdct_round_shift(temp1);
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out[2] = fdct_round_shift(temp2);
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temp1 = step[2] * cospi_24_64 + step[3] * cospi_8_64;
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temp2 = -step[2] * cospi_8_64 + step[3] * cospi_24_64;
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out[1] = fdct_round_shift(temp1);
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out[3] = fdct_round_shift(temp2);
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// Do next column (which is a transposed row in second/horizontal pass)
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in++;
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out += 4;
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}
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// Setup in/out for next pass.
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in = intermediate;
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out = output;
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}
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{
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int i, j;
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for (i = 0; i < 4; ++i) {
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for (j = 0; j < 4; ++j)
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output[j + i * 4] = (output[j + i * 4] + 1) >> 2;
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}
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}
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}
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static void fadst4(const int16_t *input, int16_t *output) {
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int x0, x1, x2, x3;
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int s0, s1, s2, s3, s4, s5, s6, s7;
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x0 = input[0];
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x1 = input[1];
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x2 = input[2];
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x3 = input[3];
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if (!(x0 | x1 | x2 | x3)) {
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output[0] = output[1] = output[2] = output[3] = 0;
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return;
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}
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s0 = sinpi_1_9 * x0;
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s1 = sinpi_4_9 * x0;
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s2 = sinpi_2_9 * x1;
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s3 = sinpi_1_9 * x1;
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s4 = sinpi_3_9 * x2;
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s5 = sinpi_4_9 * x3;
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s6 = sinpi_2_9 * x3;
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s7 = x0 + x1 - x3;
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x0 = s0 + s2 + s5;
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x1 = sinpi_3_9 * s7;
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x2 = s1 - s3 + s6;
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x3 = s4;
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s0 = x0 + x3;
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s1 = x1;
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s2 = x2 - x3;
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s3 = x2 - x0 + x3;
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// 1-D transform scaling factor is sqrt(2).
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output[0] = fdct_round_shift(s0);
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output[1] = fdct_round_shift(s1);
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output[2] = fdct_round_shift(s2);
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output[3] = fdct_round_shift(s3);
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}
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static const transform_2d FHT_4[] = {
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{ fdct4, fdct4 }, // DCT_DCT = 0
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{ fadst4, fdct4 }, // ADST_DCT = 1
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{ fdct4, fadst4 }, // DCT_ADST = 2
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{ fadst4, fadst4 } // ADST_ADST = 3
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};
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void vp9_fht4x4_c(const int16_t *input, int16_t *output,
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int stride, int tx_type) {
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if (tx_type == DCT_DCT) {
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vp9_fdct4x4_c(input, output, stride);
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} else {
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int16_t out[4 * 4];
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int16_t *outptr = &out[0];
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int i, j;
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int16_t temp_in[4], temp_out[4];
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const transform_2d ht = FHT_4[tx_type];
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// Columns
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for (i = 0; i < 4; ++i) {
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for (j = 0; j < 4; ++j)
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temp_in[j] = input[j * stride + i] * 16;
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if (i == 0 && temp_in[0])
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temp_in[0] += 1;
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ht.cols(temp_in, temp_out);
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for (j = 0; j < 4; ++j)
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outptr[j * 4 + i] = temp_out[j];
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}
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// Rows
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for (i = 0; i < 4; ++i) {
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for (j = 0; j < 4; ++j)
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temp_in[j] = out[j + i * 4];
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ht.rows(temp_in, temp_out);
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for (j = 0; j < 4; ++j)
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output[j + i * 4] = (temp_out[j] + 1) >> 2;
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}
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}
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}
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static void fdct8(const int16_t *input, int16_t *output) {
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/*canbe16*/ int s0, s1, s2, s3, s4, s5, s6, s7;
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/*needs32*/ int t0, t1, t2, t3;
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/*canbe16*/ int x0, x1, x2, x3;
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// stage 1
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s0 = input[0] + input[7];
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s1 = input[1] + input[6];
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s2 = input[2] + input[5];
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s3 = input[3] + input[4];
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s4 = input[3] - input[4];
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s5 = input[2] - input[5];
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s6 = input[1] - input[6];
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s7 = input[0] - input[7];
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// fdct4(step, step);
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x0 = s0 + s3;
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x1 = s1 + s2;
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x2 = s1 - s2;
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x3 = s0 - s3;
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t0 = (x0 + x1) * cospi_16_64;
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t1 = (x0 - x1) * cospi_16_64;
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t2 = x2 * cospi_24_64 + x3 * cospi_8_64;
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t3 = -x2 * cospi_8_64 + x3 * cospi_24_64;
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output[0] = fdct_round_shift(t0);
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output[2] = fdct_round_shift(t2);
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output[4] = fdct_round_shift(t1);
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output[6] = fdct_round_shift(t3);
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// Stage 2
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t0 = (s6 - s5) * cospi_16_64;
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t1 = (s6 + s5) * cospi_16_64;
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t2 = fdct_round_shift(t0);
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t3 = fdct_round_shift(t1);
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// Stage 3
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x0 = s4 + t2;
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x1 = s4 - t2;
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x2 = s7 - t3;
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x3 = s7 + t3;
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// Stage 4
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t0 = x0 * cospi_28_64 + x3 * cospi_4_64;
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t1 = x1 * cospi_12_64 + x2 * cospi_20_64;
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t2 = x2 * cospi_12_64 + x1 * -cospi_20_64;
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t3 = x3 * cospi_28_64 + x0 * -cospi_4_64;
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output[1] = fdct_round_shift(t0);
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output[3] = fdct_round_shift(t2);
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output[5] = fdct_round_shift(t1);
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output[7] = fdct_round_shift(t3);
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}
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void vp9_fdct8x8_1_c(const int16_t *input, int16_t *output, int stride) {
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int r, c;
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int16_t sum = 0;
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for (r = 0; r < 8; ++r)
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for (c = 0; c < 8; ++c)
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sum += input[r * stride + c];
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output[0] = sum * 8;
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output[1] = 0;
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}
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void vp9_fdct8x8_c(const int16_t *input, int16_t *final_output, int stride) {
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int i, j;
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int16_t intermediate[64];
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// Transform columns
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{
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int16_t *output = intermediate;
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/*canbe16*/ int s0, s1, s2, s3, s4, s5, s6, s7;
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/*needs32*/ int t0, t1, t2, t3;
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/*canbe16*/ int x0, x1, x2, x3;
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int i;
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for (i = 0; i < 8; i++) {
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// stage 1
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s0 = (input[0 * stride] + input[7 * stride]) * 4;
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s1 = (input[1 * stride] + input[6 * stride]) * 4;
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s2 = (input[2 * stride] + input[5 * stride]) * 4;
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s3 = (input[3 * stride] + input[4 * stride]) * 4;
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s4 = (input[3 * stride] - input[4 * stride]) * 4;
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s5 = (input[2 * stride] - input[5 * stride]) * 4;
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s6 = (input[1 * stride] - input[6 * stride]) * 4;
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s7 = (input[0 * stride] - input[7 * stride]) * 4;
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// fdct4(step, step);
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x0 = s0 + s3;
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x1 = s1 + s2;
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x2 = s1 - s2;
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x3 = s0 - s3;
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t0 = (x0 + x1) * cospi_16_64;
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t1 = (x0 - x1) * cospi_16_64;
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t2 = x2 * cospi_24_64 + x3 * cospi_8_64;
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t3 = -x2 * cospi_8_64 + x3 * cospi_24_64;
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output[0 * 8] = fdct_round_shift(t0);
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output[2 * 8] = fdct_round_shift(t2);
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output[4 * 8] = fdct_round_shift(t1);
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output[6 * 8] = fdct_round_shift(t3);
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// Stage 2
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t0 = (s6 - s5) * cospi_16_64;
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t1 = (s6 + s5) * cospi_16_64;
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t2 = fdct_round_shift(t0);
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t3 = fdct_round_shift(t1);
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// Stage 3
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x0 = s4 + t2;
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x1 = s4 - t2;
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x2 = s7 - t3;
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x3 = s7 + t3;
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// Stage 4
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t0 = x0 * cospi_28_64 + x3 * cospi_4_64;
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t1 = x1 * cospi_12_64 + x2 * cospi_20_64;
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t2 = x2 * cospi_12_64 + x1 * -cospi_20_64;
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t3 = x3 * cospi_28_64 + x0 * -cospi_4_64;
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output[1 * 8] = fdct_round_shift(t0);
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output[3 * 8] = fdct_round_shift(t2);
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output[5 * 8] = fdct_round_shift(t1);
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output[7 * 8] = fdct_round_shift(t3);
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input++;
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output++;
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}
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}
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// Rows
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for (i = 0; i < 8; ++i) {
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fdct8(&intermediate[i * 8], &final_output[i * 8]);
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for (j = 0; j < 8; ++j)
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final_output[j + i * 8] /= 2;
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}
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}
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void vp9_fdct16x16_1_c(const int16_t *input, int16_t *output, int stride) {
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int r, c;
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int16_t sum = 0;
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for (r = 0; r < 16; ++r)
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for (c = 0; c < 16; ++c)
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sum += input[r * stride + c];
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output[0] = sum * 8;
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output[1] = 0;
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}
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void vp9_fdct16x16_c(const int16_t *input, int16_t *output, int stride) {
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// The 2D transform is done with two passes which are actually pretty
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// similar. In the first one, we transform the columns and transpose
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// the results. In the second one, we transform the rows. To achieve that,
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// as the first pass results are transposed, we transpose the columns (that
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// is the transposed rows) and transpose the results (so that it goes back
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// in normal/row positions).
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int pass;
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// We need an intermediate buffer between passes.
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int16_t intermediate[256];
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const int16_t *in = input;
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int16_t *out = intermediate;
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// Do the two transform/transpose passes
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for (pass = 0; pass < 2; ++pass) {
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/*canbe16*/ int step1[8];
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/*canbe16*/ int step2[8];
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/*canbe16*/ int step3[8];
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/*canbe16*/ int input[8];
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/*needs32*/ int temp1, temp2;
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int i;
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for (i = 0; i < 16; i++) {
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if (0 == pass) {
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// Calculate input for the first 8 results.
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input[0] = (in[0 * stride] + in[15 * stride]) * 4;
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input[1] = (in[1 * stride] + in[14 * stride]) * 4;
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input[2] = (in[2 * stride] + in[13 * stride]) * 4;
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input[3] = (in[3 * stride] + in[12 * stride]) * 4;
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input[4] = (in[4 * stride] + in[11 * stride]) * 4;
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input[5] = (in[5 * stride] + in[10 * stride]) * 4;
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input[6] = (in[6 * stride] + in[ 9 * stride]) * 4;
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input[7] = (in[7 * stride] + in[ 8 * stride]) * 4;
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// Calculate input for the next 8 results.
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step1[0] = (in[7 * stride] - in[ 8 * stride]) * 4;
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step1[1] = (in[6 * stride] - in[ 9 * stride]) * 4;
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step1[2] = (in[5 * stride] - in[10 * stride]) * 4;
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step1[3] = (in[4 * stride] - in[11 * stride]) * 4;
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step1[4] = (in[3 * stride] - in[12 * stride]) * 4;
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step1[5] = (in[2 * stride] - in[13 * stride]) * 4;
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step1[6] = (in[1 * stride] - in[14 * stride]) * 4;
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step1[7] = (in[0 * stride] - in[15 * stride]) * 4;
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} else {
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// Calculate input for the first 8 results.
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input[0] = ((in[0 * 16] + 1) >> 2) + ((in[15 * 16] + 1) >> 2);
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input[1] = ((in[1 * 16] + 1) >> 2) + ((in[14 * 16] + 1) >> 2);
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input[2] = ((in[2 * 16] + 1) >> 2) + ((in[13 * 16] + 1) >> 2);
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input[3] = ((in[3 * 16] + 1) >> 2) + ((in[12 * 16] + 1) >> 2);
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input[4] = ((in[4 * 16] + 1) >> 2) + ((in[11 * 16] + 1) >> 2);
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input[5] = ((in[5 * 16] + 1) >> 2) + ((in[10 * 16] + 1) >> 2);
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input[6] = ((in[6 * 16] + 1) >> 2) + ((in[ 9 * 16] + 1) >> 2);
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input[7] = ((in[7 * 16] + 1) >> 2) + ((in[ 8 * 16] + 1) >> 2);
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// Calculate input for the next 8 results.
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step1[0] = ((in[7 * 16] + 1) >> 2) - ((in[ 8 * 16] + 1) >> 2);
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step1[1] = ((in[6 * 16] + 1) >> 2) - ((in[ 9 * 16] + 1) >> 2);
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step1[2] = ((in[5 * 16] + 1) >> 2) - ((in[10 * 16] + 1) >> 2);
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step1[3] = ((in[4 * 16] + 1) >> 2) - ((in[11 * 16] + 1) >> 2);
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step1[4] = ((in[3 * 16] + 1) >> 2) - ((in[12 * 16] + 1) >> 2);
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step1[5] = ((in[2 * 16] + 1) >> 2) - ((in[13 * 16] + 1) >> 2);
|
|
step1[6] = ((in[1 * 16] + 1) >> 2) - ((in[14 * 16] + 1) >> 2);
|
|
step1[7] = ((in[0 * 16] + 1) >> 2) - ((in[15 * 16] + 1) >> 2);
|
|
}
|
|
// Work on the first eight values; fdct8(input, even_results);
|
|
{
|
|
/*canbe16*/ int s0, s1, s2, s3, s4, s5, s6, s7;
|
|
/*needs32*/ int t0, t1, t2, t3;
|
|
/*canbe16*/ int x0, x1, x2, x3;
|
|
|
|
// stage 1
|
|
s0 = input[0] + input[7];
|
|
s1 = input[1] + input[6];
|
|
s2 = input[2] + input[5];
|
|
s3 = input[3] + input[4];
|
|
s4 = input[3] - input[4];
|
|
s5 = input[2] - input[5];
|
|
s6 = input[1] - input[6];
|
|
s7 = input[0] - input[7];
|
|
|
|
// fdct4(step, step);
|
|
x0 = s0 + s3;
|
|
x1 = s1 + s2;
|
|
x2 = s1 - s2;
|
|
x3 = s0 - s3;
|
|
t0 = (x0 + x1) * cospi_16_64;
|
|
t1 = (x0 - x1) * cospi_16_64;
|
|
t2 = x3 * cospi_8_64 + x2 * cospi_24_64;
|
|
t3 = x3 * cospi_24_64 - x2 * cospi_8_64;
|
|
out[0] = fdct_round_shift(t0);
|
|
out[4] = fdct_round_shift(t2);
|
|
out[8] = fdct_round_shift(t1);
|
|
out[12] = fdct_round_shift(t3);
|
|
|
|
// Stage 2
|
|
t0 = (s6 - s5) * cospi_16_64;
|
|
t1 = (s6 + s5) * cospi_16_64;
|
|
t2 = fdct_round_shift(t0);
|
|
t3 = fdct_round_shift(t1);
|
|
|
|
// Stage 3
|
|
x0 = s4 + t2;
|
|
x1 = s4 - t2;
|
|
x2 = s7 - t3;
|
|
x3 = s7 + t3;
|
|
|
|
// Stage 4
|
|
t0 = x0 * cospi_28_64 + x3 * cospi_4_64;
|
|
t1 = x1 * cospi_12_64 + x2 * cospi_20_64;
|
|
t2 = x2 * cospi_12_64 + x1 * -cospi_20_64;
|
|
t3 = x3 * cospi_28_64 + x0 * -cospi_4_64;
|
|
out[2] = fdct_round_shift(t0);
|
|
out[6] = fdct_round_shift(t2);
|
|
out[10] = fdct_round_shift(t1);
|
|
out[14] = fdct_round_shift(t3);
|
|
}
|
|
// Work on the next eight values; step1 -> odd_results
|
|
{
|
|
// step 2
|
|
temp1 = (step1[5] - step1[2]) * cospi_16_64;
|
|
temp2 = (step1[4] - step1[3]) * cospi_16_64;
|
|
step2[2] = fdct_round_shift(temp1);
|
|
step2[3] = fdct_round_shift(temp2);
|
|
temp1 = (step1[4] + step1[3]) * cospi_16_64;
|
|
temp2 = (step1[5] + step1[2]) * cospi_16_64;
|
|
step2[4] = fdct_round_shift(temp1);
|
|
step2[5] = fdct_round_shift(temp2);
|
|
// step 3
|
|
step3[0] = step1[0] + step2[3];
|
|
step3[1] = step1[1] + step2[2];
|
|
step3[2] = step1[1] - step2[2];
|
|
step3[3] = step1[0] - step2[3];
|
|
step3[4] = step1[7] - step2[4];
|
|
step3[5] = step1[6] - step2[5];
|
|
step3[6] = step1[6] + step2[5];
|
|
step3[7] = step1[7] + step2[4];
|
|
// step 4
|
|
temp1 = step3[1] * -cospi_8_64 + step3[6] * cospi_24_64;
|
|
temp2 = step3[2] * cospi_24_64 + step3[5] * cospi_8_64;
|
|
step2[1] = fdct_round_shift(temp1);
|
|
step2[2] = fdct_round_shift(temp2);
|
|
temp1 = step3[2] * cospi_8_64 - step3[5] * cospi_24_64;
|
|
temp2 = step3[1] * cospi_24_64 + step3[6] * cospi_8_64;
|
|
step2[5] = fdct_round_shift(temp1);
|
|
step2[6] = fdct_round_shift(temp2);
|
|
// step 5
|
|
step1[0] = step3[0] + step2[1];
|
|
step1[1] = step3[0] - step2[1];
|
|
step1[2] = step3[3] + step2[2];
|
|
step1[3] = step3[3] - step2[2];
|
|
step1[4] = step3[4] - step2[5];
|
|
step1[5] = step3[4] + step2[5];
|
|
step1[6] = step3[7] - step2[6];
|
|
step1[7] = step3[7] + step2[6];
|
|
// step 6
|
|
temp1 = step1[0] * cospi_30_64 + step1[7] * cospi_2_64;
|
|
temp2 = step1[1] * cospi_14_64 + step1[6] * cospi_18_64;
|
|
out[1] = fdct_round_shift(temp1);
|
|
out[9] = fdct_round_shift(temp2);
|
|
temp1 = step1[2] * cospi_22_64 + step1[5] * cospi_10_64;
|
|
temp2 = step1[3] * cospi_6_64 + step1[4] * cospi_26_64;
|
|
out[5] = fdct_round_shift(temp1);
|
|
out[13] = fdct_round_shift(temp2);
|
|
temp1 = step1[3] * -cospi_26_64 + step1[4] * cospi_6_64;
|
|
temp2 = step1[2] * -cospi_10_64 + step1[5] * cospi_22_64;
|
|
out[3] = fdct_round_shift(temp1);
|
|
out[11] = fdct_round_shift(temp2);
|
|
temp1 = step1[1] * -cospi_18_64 + step1[6] * cospi_14_64;
|
|
temp2 = step1[0] * -cospi_2_64 + step1[7] * cospi_30_64;
|
|
out[7] = fdct_round_shift(temp1);
|
|
out[15] = fdct_round_shift(temp2);
|
|
}
|
|
// Do next column (which is a transposed row in second/horizontal pass)
|
|
in++;
|
|
out += 16;
|
|
}
|
|
// Setup in/out for next pass.
|
|
in = intermediate;
|
|
out = output;
|
|
}
|
|
}
|
|
|
|
static void fadst8(const int16_t *input, int16_t *output) {
|
|
int s0, s1, s2, s3, s4, s5, s6, s7;
|
|
|
|
int x0 = input[7];
|
|
int x1 = input[0];
|
|
int x2 = input[5];
|
|
int x3 = input[2];
|
|
int x4 = input[3];
|
|
int x5 = input[4];
|
|
int x6 = input[1];
|
|
int x7 = input[6];
|
|
|
|
// stage 1
|
|
s0 = cospi_2_64 * x0 + cospi_30_64 * x1;
|
|
s1 = cospi_30_64 * x0 - cospi_2_64 * x1;
|
|
s2 = cospi_10_64 * x2 + cospi_22_64 * x3;
|
|
s3 = cospi_22_64 * x2 - cospi_10_64 * x3;
|
|
s4 = cospi_18_64 * x4 + cospi_14_64 * x5;
|
|
s5 = cospi_14_64 * x4 - cospi_18_64 * x5;
|
|
s6 = cospi_26_64 * x6 + cospi_6_64 * x7;
|
|
s7 = cospi_6_64 * x6 - cospi_26_64 * x7;
|
|
|
|
x0 = fdct_round_shift(s0 + s4);
|
|
x1 = fdct_round_shift(s1 + s5);
|
|
x2 = fdct_round_shift(s2 + s6);
|
|
x3 = fdct_round_shift(s3 + s7);
|
|
x4 = fdct_round_shift(s0 - s4);
|
|
x5 = fdct_round_shift(s1 - s5);
|
|
x6 = fdct_round_shift(s2 - s6);
|
|
x7 = fdct_round_shift(s3 - s7);
|
|
|
|
// stage 2
|
|
s0 = x0;
|
|
s1 = x1;
|
|
s2 = x2;
|
|
s3 = x3;
|
|
s4 = cospi_8_64 * x4 + cospi_24_64 * x5;
|
|
s5 = cospi_24_64 * x4 - cospi_8_64 * x5;
|
|
s6 = - cospi_24_64 * x6 + cospi_8_64 * x7;
|
|
s7 = cospi_8_64 * x6 + cospi_24_64 * x7;
|
|
|
|
x0 = s0 + s2;
|
|
x1 = s1 + s3;
|
|
x2 = s0 - s2;
|
|
x3 = s1 - s3;
|
|
x4 = fdct_round_shift(s4 + s6);
|
|
x5 = fdct_round_shift(s5 + s7);
|
|
x6 = fdct_round_shift(s4 - s6);
|
|
x7 = fdct_round_shift(s5 - s7);
|
|
|
|
// stage 3
|
|
s2 = cospi_16_64 * (x2 + x3);
|
|
s3 = cospi_16_64 * (x2 - x3);
|
|
s6 = cospi_16_64 * (x6 + x7);
|
|
s7 = cospi_16_64 * (x6 - x7);
|
|
|
|
x2 = fdct_round_shift(s2);
|
|
x3 = fdct_round_shift(s3);
|
|
x6 = fdct_round_shift(s6);
|
|
x7 = fdct_round_shift(s7);
|
|
|
|
output[0] = x0;
|
|
output[1] = - x4;
|
|
output[2] = x6;
|
|
output[3] = - x2;
|
|
output[4] = x3;
|
|
output[5] = - x7;
|
|
output[6] = x5;
|
|
output[7] = - x1;
|
|
}
|
|
|
|
static const transform_2d FHT_8[] = {
|
|
{ fdct8, fdct8 }, // DCT_DCT = 0
|
|
{ fadst8, fdct8 }, // ADST_DCT = 1
|
|
{ fdct8, fadst8 }, // DCT_ADST = 2
|
|
{ fadst8, fadst8 } // ADST_ADST = 3
|
|
};
|
|
|
|
void vp9_fht8x8_c(const int16_t *input, int16_t *output,
|
|
int stride, int tx_type) {
|
|
if (tx_type == DCT_DCT) {
|
|
vp9_fdct8x8_c(input, output, stride);
|
|
} else {
|
|
int16_t out[64];
|
|
int16_t *outptr = &out[0];
|
|
int i, j;
|
|
int16_t temp_in[8], temp_out[8];
|
|
const transform_2d ht = FHT_8[tx_type];
|
|
|
|
// Columns
|
|
for (i = 0; i < 8; ++i) {
|
|
for (j = 0; j < 8; ++j)
|
|
temp_in[j] = input[j * stride + i] * 4;
|
|
ht.cols(temp_in, temp_out);
|
|
for (j = 0; j < 8; ++j)
|
|
outptr[j * 8 + i] = temp_out[j];
|
|
}
|
|
|
|
// Rows
|
|
for (i = 0; i < 8; ++i) {
|
|
for (j = 0; j < 8; ++j)
|
|
temp_in[j] = out[j + i * 8];
|
|
ht.rows(temp_in, temp_out);
|
|
for (j = 0; j < 8; ++j)
|
|
output[j + i * 8] = (temp_out[j] + (temp_out[j] < 0)) >> 1;
|
|
}
|
|
}
|
|
}
|
|
|
|
/* 4-point reversible, orthonormal Walsh-Hadamard in 3.5 adds, 0.5 shifts per
|
|
pixel. */
|
|
void vp9_fwht4x4_c(const int16_t *input, int16_t *output, int stride) {
|
|
int i;
|
|
int a1, b1, c1, d1, e1;
|
|
const int16_t *ip = input;
|
|
int16_t *op = output;
|
|
|
|
for (i = 0; i < 4; i++) {
|
|
a1 = ip[0 * stride];
|
|
b1 = ip[1 * stride];
|
|
c1 = ip[2 * stride];
|
|
d1 = ip[3 * stride];
|
|
|
|
a1 += b1;
|
|
d1 = d1 - c1;
|
|
e1 = (a1 - d1) >> 1;
|
|
b1 = e1 - b1;
|
|
c1 = e1 - c1;
|
|
a1 -= c1;
|
|
d1 += b1;
|
|
op[0] = a1;
|
|
op[4] = c1;
|
|
op[8] = d1;
|
|
op[12] = b1;
|
|
|
|
ip++;
|
|
op++;
|
|
}
|
|
ip = output;
|
|
op = output;
|
|
|
|
for (i = 0; i < 4; i++) {
|
|
a1 = ip[0];
|
|
b1 = ip[1];
|
|
c1 = ip[2];
|
|
d1 = ip[3];
|
|
|
|
a1 += b1;
|
|
d1 -= c1;
|
|
e1 = (a1 - d1) >> 1;
|
|
b1 = e1 - b1;
|
|
c1 = e1 - c1;
|
|
a1 -= c1;
|
|
d1 += b1;
|
|
op[0] = a1 * UNIT_QUANT_FACTOR;
|
|
op[1] = c1 * UNIT_QUANT_FACTOR;
|
|
op[2] = d1 * UNIT_QUANT_FACTOR;
|
|
op[3] = b1 * UNIT_QUANT_FACTOR;
|
|
|
|
ip += 4;
|
|
op += 4;
|
|
}
|
|
}
|
|
|
|
// Rewrote to use same algorithm as others.
|
|
static void fdct16(const int16_t in[16], int16_t out[16]) {
|
|
/*canbe16*/ int step1[8];
|
|
/*canbe16*/ int step2[8];
|
|
/*canbe16*/ int step3[8];
|
|
/*canbe16*/ int input[8];
|
|
/*needs32*/ int temp1, temp2;
|
|
|
|
// step 1
|
|
input[0] = in[0] + in[15];
|
|
input[1] = in[1] + in[14];
|
|
input[2] = in[2] + in[13];
|
|
input[3] = in[3] + in[12];
|
|
input[4] = in[4] + in[11];
|
|
input[5] = in[5] + in[10];
|
|
input[6] = in[6] + in[ 9];
|
|
input[7] = in[7] + in[ 8];
|
|
|
|
step1[0] = in[7] - in[ 8];
|
|
step1[1] = in[6] - in[ 9];
|
|
step1[2] = in[5] - in[10];
|
|
step1[3] = in[4] - in[11];
|
|
step1[4] = in[3] - in[12];
|
|
step1[5] = in[2] - in[13];
|
|
step1[6] = in[1] - in[14];
|
|
step1[7] = in[0] - in[15];
|
|
|
|
// fdct8(step, step);
|
|
{
|
|
/*canbe16*/ int s0, s1, s2, s3, s4, s5, s6, s7;
|
|
/*needs32*/ int t0, t1, t2, t3;
|
|
/*canbe16*/ int x0, x1, x2, x3;
|
|
|
|
// stage 1
|
|
s0 = input[0] + input[7];
|
|
s1 = input[1] + input[6];
|
|
s2 = input[2] + input[5];
|
|
s3 = input[3] + input[4];
|
|
s4 = input[3] - input[4];
|
|
s5 = input[2] - input[5];
|
|
s6 = input[1] - input[6];
|
|
s7 = input[0] - input[7];
|
|
|
|
// fdct4(step, step);
|
|
x0 = s0 + s3;
|
|
x1 = s1 + s2;
|
|
x2 = s1 - s2;
|
|
x3 = s0 - s3;
|
|
t0 = (x0 + x1) * cospi_16_64;
|
|
t1 = (x0 - x1) * cospi_16_64;
|
|
t2 = x3 * cospi_8_64 + x2 * cospi_24_64;
|
|
t3 = x3 * cospi_24_64 - x2 * cospi_8_64;
|
|
out[0] = fdct_round_shift(t0);
|
|
out[4] = fdct_round_shift(t2);
|
|
out[8] = fdct_round_shift(t1);
|
|
out[12] = fdct_round_shift(t3);
|
|
|
|
// Stage 2
|
|
t0 = (s6 - s5) * cospi_16_64;
|
|
t1 = (s6 + s5) * cospi_16_64;
|
|
t2 = fdct_round_shift(t0);
|
|
t3 = fdct_round_shift(t1);
|
|
|
|
// Stage 3
|
|
x0 = s4 + t2;
|
|
x1 = s4 - t2;
|
|
x2 = s7 - t3;
|
|
x3 = s7 + t3;
|
|
|
|
// Stage 4
|
|
t0 = x0 * cospi_28_64 + x3 * cospi_4_64;
|
|
t1 = x1 * cospi_12_64 + x2 * cospi_20_64;
|
|
t2 = x2 * cospi_12_64 + x1 * -cospi_20_64;
|
|
t3 = x3 * cospi_28_64 + x0 * -cospi_4_64;
|
|
out[2] = fdct_round_shift(t0);
|
|
out[6] = fdct_round_shift(t2);
|
|
out[10] = fdct_round_shift(t1);
|
|
out[14] = fdct_round_shift(t3);
|
|
}
|
|
|
|
// step 2
|
|
temp1 = (step1[5] - step1[2]) * cospi_16_64;
|
|
temp2 = (step1[4] - step1[3]) * cospi_16_64;
|
|
step2[2] = fdct_round_shift(temp1);
|
|
step2[3] = fdct_round_shift(temp2);
|
|
temp1 = (step1[4] + step1[3]) * cospi_16_64;
|
|
temp2 = (step1[5] + step1[2]) * cospi_16_64;
|
|
step2[4] = fdct_round_shift(temp1);
|
|
step2[5] = fdct_round_shift(temp2);
|
|
|
|
// step 3
|
|
step3[0] = step1[0] + step2[3];
|
|
step3[1] = step1[1] + step2[2];
|
|
step3[2] = step1[1] - step2[2];
|
|
step3[3] = step1[0] - step2[3];
|
|
step3[4] = step1[7] - step2[4];
|
|
step3[5] = step1[6] - step2[5];
|
|
step3[6] = step1[6] + step2[5];
|
|
step3[7] = step1[7] + step2[4];
|
|
|
|
// step 4
|
|
temp1 = step3[1] * -cospi_8_64 + step3[6] * cospi_24_64;
|
|
temp2 = step3[2] * cospi_24_64 + step3[5] * cospi_8_64;
|
|
step2[1] = fdct_round_shift(temp1);
|
|
step2[2] = fdct_round_shift(temp2);
|
|
temp1 = step3[2] * cospi_8_64 - step3[5] * cospi_24_64;
|
|
temp2 = step3[1] * cospi_24_64 + step3[6] * cospi_8_64;
|
|
step2[5] = fdct_round_shift(temp1);
|
|
step2[6] = fdct_round_shift(temp2);
|
|
|
|
// step 5
|
|
step1[0] = step3[0] + step2[1];
|
|
step1[1] = step3[0] - step2[1];
|
|
step1[2] = step3[3] + step2[2];
|
|
step1[3] = step3[3] - step2[2];
|
|
step1[4] = step3[4] - step2[5];
|
|
step1[5] = step3[4] + step2[5];
|
|
step1[6] = step3[7] - step2[6];
|
|
step1[7] = step3[7] + step2[6];
|
|
|
|
// step 6
|
|
temp1 = step1[0] * cospi_30_64 + step1[7] * cospi_2_64;
|
|
temp2 = step1[1] * cospi_14_64 + step1[6] * cospi_18_64;
|
|
out[1] = fdct_round_shift(temp1);
|
|
out[9] = fdct_round_shift(temp2);
|
|
|
|
temp1 = step1[2] * cospi_22_64 + step1[5] * cospi_10_64;
|
|
temp2 = step1[3] * cospi_6_64 + step1[4] * cospi_26_64;
|
|
out[5] = fdct_round_shift(temp1);
|
|
out[13] = fdct_round_shift(temp2);
|
|
|
|
temp1 = step1[3] * -cospi_26_64 + step1[4] * cospi_6_64;
|
|
temp2 = step1[2] * -cospi_10_64 + step1[5] * cospi_22_64;
|
|
out[3] = fdct_round_shift(temp1);
|
|
out[11] = fdct_round_shift(temp2);
|
|
|
|
temp1 = step1[1] * -cospi_18_64 + step1[6] * cospi_14_64;
|
|
temp2 = step1[0] * -cospi_2_64 + step1[7] * cospi_30_64;
|
|
out[7] = fdct_round_shift(temp1);
|
|
out[15] = fdct_round_shift(temp2);
|
|
}
|
|
|
|
static void fadst16(const int16_t *input, int16_t *output) {
|
|
int s0, s1, s2, s3, s4, s5, s6, s7, s8, s9, s10, s11, s12, s13, s14, s15;
|
|
|
|
int x0 = input[15];
|
|
int x1 = input[0];
|
|
int x2 = input[13];
|
|
int x3 = input[2];
|
|
int x4 = input[11];
|
|
int x5 = input[4];
|
|
int x6 = input[9];
|
|
int x7 = input[6];
|
|
int x8 = input[7];
|
|
int x9 = input[8];
|
|
int x10 = input[5];
|
|
int x11 = input[10];
|
|
int x12 = input[3];
|
|
int x13 = input[12];
|
|
int x14 = input[1];
|
|
int x15 = input[14];
|
|
|
|
// stage 1
|
|
s0 = x0 * cospi_1_64 + x1 * cospi_31_64;
|
|
s1 = x0 * cospi_31_64 - x1 * cospi_1_64;
|
|
s2 = x2 * cospi_5_64 + x3 * cospi_27_64;
|
|
s3 = x2 * cospi_27_64 - x3 * cospi_5_64;
|
|
s4 = x4 * cospi_9_64 + x5 * cospi_23_64;
|
|
s5 = x4 * cospi_23_64 - x5 * cospi_9_64;
|
|
s6 = x6 * cospi_13_64 + x7 * cospi_19_64;
|
|
s7 = x6 * cospi_19_64 - x7 * cospi_13_64;
|
|
s8 = x8 * cospi_17_64 + x9 * cospi_15_64;
|
|
s9 = x8 * cospi_15_64 - x9 * cospi_17_64;
|
|
s10 = x10 * cospi_21_64 + x11 * cospi_11_64;
|
|
s11 = x10 * cospi_11_64 - x11 * cospi_21_64;
|
|
s12 = x12 * cospi_25_64 + x13 * cospi_7_64;
|
|
s13 = x12 * cospi_7_64 - x13 * cospi_25_64;
|
|
s14 = x14 * cospi_29_64 + x15 * cospi_3_64;
|
|
s15 = x14 * cospi_3_64 - x15 * cospi_29_64;
|
|
|
|
x0 = fdct_round_shift(s0 + s8);
|
|
x1 = fdct_round_shift(s1 + s9);
|
|
x2 = fdct_round_shift(s2 + s10);
|
|
x3 = fdct_round_shift(s3 + s11);
|
|
x4 = fdct_round_shift(s4 + s12);
|
|
x5 = fdct_round_shift(s5 + s13);
|
|
x6 = fdct_round_shift(s6 + s14);
|
|
x7 = fdct_round_shift(s7 + s15);
|
|
x8 = fdct_round_shift(s0 - s8);
|
|
x9 = fdct_round_shift(s1 - s9);
|
|
x10 = fdct_round_shift(s2 - s10);
|
|
x11 = fdct_round_shift(s3 - s11);
|
|
x12 = fdct_round_shift(s4 - s12);
|
|
x13 = fdct_round_shift(s5 - s13);
|
|
x14 = fdct_round_shift(s6 - s14);
|
|
x15 = fdct_round_shift(s7 - s15);
|
|
|
|
// stage 2
|
|
s0 = x0;
|
|
s1 = x1;
|
|
s2 = x2;
|
|
s3 = x3;
|
|
s4 = x4;
|
|
s5 = x5;
|
|
s6 = x6;
|
|
s7 = x7;
|
|
s8 = x8 * cospi_4_64 + x9 * cospi_28_64;
|
|
s9 = x8 * cospi_28_64 - x9 * cospi_4_64;
|
|
s10 = x10 * cospi_20_64 + x11 * cospi_12_64;
|
|
s11 = x10 * cospi_12_64 - x11 * cospi_20_64;
|
|
s12 = - x12 * cospi_28_64 + x13 * cospi_4_64;
|
|
s13 = x12 * cospi_4_64 + x13 * cospi_28_64;
|
|
s14 = - x14 * cospi_12_64 + x15 * cospi_20_64;
|
|
s15 = x14 * cospi_20_64 + x15 * cospi_12_64;
|
|
|
|
x0 = s0 + s4;
|
|
x1 = s1 + s5;
|
|
x2 = s2 + s6;
|
|
x3 = s3 + s7;
|
|
x4 = s0 - s4;
|
|
x5 = s1 - s5;
|
|
x6 = s2 - s6;
|
|
x7 = s3 - s7;
|
|
x8 = fdct_round_shift(s8 + s12);
|
|
x9 = fdct_round_shift(s9 + s13);
|
|
x10 = fdct_round_shift(s10 + s14);
|
|
x11 = fdct_round_shift(s11 + s15);
|
|
x12 = fdct_round_shift(s8 - s12);
|
|
x13 = fdct_round_shift(s9 - s13);
|
|
x14 = fdct_round_shift(s10 - s14);
|
|
x15 = fdct_round_shift(s11 - s15);
|
|
|
|
// stage 3
|
|
s0 = x0;
|
|
s1 = x1;
|
|
s2 = x2;
|
|
s3 = x3;
|
|
s4 = x4 * cospi_8_64 + x5 * cospi_24_64;
|
|
s5 = x4 * cospi_24_64 - x5 * cospi_8_64;
|
|
s6 = - x6 * cospi_24_64 + x7 * cospi_8_64;
|
|
s7 = x6 * cospi_8_64 + x7 * cospi_24_64;
|
|
s8 = x8;
|
|
s9 = x9;
|
|
s10 = x10;
|
|
s11 = x11;
|
|
s12 = x12 * cospi_8_64 + x13 * cospi_24_64;
|
|
s13 = x12 * cospi_24_64 - x13 * cospi_8_64;
|
|
s14 = - x14 * cospi_24_64 + x15 * cospi_8_64;
|
|
s15 = x14 * cospi_8_64 + x15 * cospi_24_64;
|
|
|
|
x0 = s0 + s2;
|
|
x1 = s1 + s3;
|
|
x2 = s0 - s2;
|
|
x3 = s1 - s3;
|
|
x4 = fdct_round_shift(s4 + s6);
|
|
x5 = fdct_round_shift(s5 + s7);
|
|
x6 = fdct_round_shift(s4 - s6);
|
|
x7 = fdct_round_shift(s5 - s7);
|
|
x8 = s8 + s10;
|
|
x9 = s9 + s11;
|
|
x10 = s8 - s10;
|
|
x11 = s9 - s11;
|
|
x12 = fdct_round_shift(s12 + s14);
|
|
x13 = fdct_round_shift(s13 + s15);
|
|
x14 = fdct_round_shift(s12 - s14);
|
|
x15 = fdct_round_shift(s13 - s15);
|
|
|
|
// stage 4
|
|
s2 = (- cospi_16_64) * (x2 + x3);
|
|
s3 = cospi_16_64 * (x2 - x3);
|
|
s6 = cospi_16_64 * (x6 + x7);
|
|
s7 = cospi_16_64 * (- x6 + x7);
|
|
s10 = cospi_16_64 * (x10 + x11);
|
|
s11 = cospi_16_64 * (- x10 + x11);
|
|
s14 = (- cospi_16_64) * (x14 + x15);
|
|
s15 = cospi_16_64 * (x14 - x15);
|
|
|
|
x2 = fdct_round_shift(s2);
|
|
x3 = fdct_round_shift(s3);
|
|
x6 = fdct_round_shift(s6);
|
|
x7 = fdct_round_shift(s7);
|
|
x10 = fdct_round_shift(s10);
|
|
x11 = fdct_round_shift(s11);
|
|
x14 = fdct_round_shift(s14);
|
|
x15 = fdct_round_shift(s15);
|
|
|
|
output[0] = x0;
|
|
output[1] = - x8;
|
|
output[2] = x12;
|
|
output[3] = - x4;
|
|
output[4] = x6;
|
|
output[5] = x14;
|
|
output[6] = x10;
|
|
output[7] = x2;
|
|
output[8] = x3;
|
|
output[9] = x11;
|
|
output[10] = x15;
|
|
output[11] = x7;
|
|
output[12] = x5;
|
|
output[13] = - x13;
|
|
output[14] = x9;
|
|
output[15] = - x1;
|
|
}
|
|
|
|
static const transform_2d FHT_16[] = {
|
|
{ fdct16, fdct16 }, // DCT_DCT = 0
|
|
{ fadst16, fdct16 }, // ADST_DCT = 1
|
|
{ fdct16, fadst16 }, // DCT_ADST = 2
|
|
{ fadst16, fadst16 } // ADST_ADST = 3
|
|
};
|
|
|
|
void vp9_fht16x16_c(const int16_t *input, int16_t *output,
|
|
int stride, int tx_type) {
|
|
if (tx_type == DCT_DCT) {
|
|
vp9_fdct16x16_c(input, output, stride);
|
|
} else {
|
|
int16_t out[256];
|
|
int16_t *outptr = &out[0];
|
|
int i, j;
|
|
int16_t temp_in[16], temp_out[16];
|
|
const transform_2d ht = FHT_16[tx_type];
|
|
|
|
// Columns
|
|
for (i = 0; i < 16; ++i) {
|
|
for (j = 0; j < 16; ++j)
|
|
temp_in[j] = input[j * stride + i] * 4;
|
|
ht.cols(temp_in, temp_out);
|
|
for (j = 0; j < 16; ++j)
|
|
outptr[j * 16 + i] = (temp_out[j] + 1 + (temp_out[j] < 0)) >> 2;
|
|
}
|
|
|
|
// Rows
|
|
for (i = 0; i < 16; ++i) {
|
|
for (j = 0; j < 16; ++j)
|
|
temp_in[j] = out[j + i * 16];
|
|
ht.rows(temp_in, temp_out);
|
|
for (j = 0; j < 16; ++j)
|
|
output[j + i * 16] = temp_out[j];
|
|
}
|
|
}
|
|
}
|
|
|
|
static INLINE int dct_32_round(int input) {
|
|
int rv = ROUND_POWER_OF_TWO(input, DCT_CONST_BITS);
|
|
assert(-131072 <= rv && rv <= 131071);
|
|
return rv;
|
|
}
|
|
|
|
static INLINE int half_round_shift(int input) {
|
|
int rv = (input + 1 + (input < 0)) >> 2;
|
|
return rv;
|
|
}
|
|
|
|
static void fdct32(const int *input, int *output, int round) {
|
|
int step[32];
|
|
// Stage 1
|
|
step[0] = input[0] + input[(32 - 1)];
|
|
step[1] = input[1] + input[(32 - 2)];
|
|
step[2] = input[2] + input[(32 - 3)];
|
|
step[3] = input[3] + input[(32 - 4)];
|
|
step[4] = input[4] + input[(32 - 5)];
|
|
step[5] = input[5] + input[(32 - 6)];
|
|
step[6] = input[6] + input[(32 - 7)];
|
|
step[7] = input[7] + input[(32 - 8)];
|
|
step[8] = input[8] + input[(32 - 9)];
|
|
step[9] = input[9] + input[(32 - 10)];
|
|
step[10] = input[10] + input[(32 - 11)];
|
|
step[11] = input[11] + input[(32 - 12)];
|
|
step[12] = input[12] + input[(32 - 13)];
|
|
step[13] = input[13] + input[(32 - 14)];
|
|
step[14] = input[14] + input[(32 - 15)];
|
|
step[15] = input[15] + input[(32 - 16)];
|
|
step[16] = -input[16] + input[(32 - 17)];
|
|
step[17] = -input[17] + input[(32 - 18)];
|
|
step[18] = -input[18] + input[(32 - 19)];
|
|
step[19] = -input[19] + input[(32 - 20)];
|
|
step[20] = -input[20] + input[(32 - 21)];
|
|
step[21] = -input[21] + input[(32 - 22)];
|
|
step[22] = -input[22] + input[(32 - 23)];
|
|
step[23] = -input[23] + input[(32 - 24)];
|
|
step[24] = -input[24] + input[(32 - 25)];
|
|
step[25] = -input[25] + input[(32 - 26)];
|
|
step[26] = -input[26] + input[(32 - 27)];
|
|
step[27] = -input[27] + input[(32 - 28)];
|
|
step[28] = -input[28] + input[(32 - 29)];
|
|
step[29] = -input[29] + input[(32 - 30)];
|
|
step[30] = -input[30] + input[(32 - 31)];
|
|
step[31] = -input[31] + input[(32 - 32)];
|
|
|
|
// Stage 2
|
|
output[0] = step[0] + step[16 - 1];
|
|
output[1] = step[1] + step[16 - 2];
|
|
output[2] = step[2] + step[16 - 3];
|
|
output[3] = step[3] + step[16 - 4];
|
|
output[4] = step[4] + step[16 - 5];
|
|
output[5] = step[5] + step[16 - 6];
|
|
output[6] = step[6] + step[16 - 7];
|
|
output[7] = step[7] + step[16 - 8];
|
|
output[8] = -step[8] + step[16 - 9];
|
|
output[9] = -step[9] + step[16 - 10];
|
|
output[10] = -step[10] + step[16 - 11];
|
|
output[11] = -step[11] + step[16 - 12];
|
|
output[12] = -step[12] + step[16 - 13];
|
|
output[13] = -step[13] + step[16 - 14];
|
|
output[14] = -step[14] + step[16 - 15];
|
|
output[15] = -step[15] + step[16 - 16];
|
|
|
|
output[16] = step[16];
|
|
output[17] = step[17];
|
|
output[18] = step[18];
|
|
output[19] = step[19];
|
|
|
|
output[20] = dct_32_round((-step[20] + step[27]) * cospi_16_64);
|
|
output[21] = dct_32_round((-step[21] + step[26]) * cospi_16_64);
|
|
output[22] = dct_32_round((-step[22] + step[25]) * cospi_16_64);
|
|
output[23] = dct_32_round((-step[23] + step[24]) * cospi_16_64);
|
|
|
|
output[24] = dct_32_round((step[24] + step[23]) * cospi_16_64);
|
|
output[25] = dct_32_round((step[25] + step[22]) * cospi_16_64);
|
|
output[26] = dct_32_round((step[26] + step[21]) * cospi_16_64);
|
|
output[27] = dct_32_round((step[27] + step[20]) * cospi_16_64);
|
|
|
|
output[28] = step[28];
|
|
output[29] = step[29];
|
|
output[30] = step[30];
|
|
output[31] = step[31];
|
|
|
|
// dump the magnitude by 4, hence the intermediate values are within
|
|
// the range of 16 bits.
|
|
if (round) {
|
|
output[0] = half_round_shift(output[0]);
|
|
output[1] = half_round_shift(output[1]);
|
|
output[2] = half_round_shift(output[2]);
|
|
output[3] = half_round_shift(output[3]);
|
|
output[4] = half_round_shift(output[4]);
|
|
output[5] = half_round_shift(output[5]);
|
|
output[6] = half_round_shift(output[6]);
|
|
output[7] = half_round_shift(output[7]);
|
|
output[8] = half_round_shift(output[8]);
|
|
output[9] = half_round_shift(output[9]);
|
|
output[10] = half_round_shift(output[10]);
|
|
output[11] = half_round_shift(output[11]);
|
|
output[12] = half_round_shift(output[12]);
|
|
output[13] = half_round_shift(output[13]);
|
|
output[14] = half_round_shift(output[14]);
|
|
output[15] = half_round_shift(output[15]);
|
|
|
|
output[16] = half_round_shift(output[16]);
|
|
output[17] = half_round_shift(output[17]);
|
|
output[18] = half_round_shift(output[18]);
|
|
output[19] = half_round_shift(output[19]);
|
|
output[20] = half_round_shift(output[20]);
|
|
output[21] = half_round_shift(output[21]);
|
|
output[22] = half_round_shift(output[22]);
|
|
output[23] = half_round_shift(output[23]);
|
|
output[24] = half_round_shift(output[24]);
|
|
output[25] = half_round_shift(output[25]);
|
|
output[26] = half_round_shift(output[26]);
|
|
output[27] = half_round_shift(output[27]);
|
|
output[28] = half_round_shift(output[28]);
|
|
output[29] = half_round_shift(output[29]);
|
|
output[30] = half_round_shift(output[30]);
|
|
output[31] = half_round_shift(output[31]);
|
|
}
|
|
|
|
// Stage 3
|
|
step[0] = output[0] + output[(8 - 1)];
|
|
step[1] = output[1] + output[(8 - 2)];
|
|
step[2] = output[2] + output[(8 - 3)];
|
|
step[3] = output[3] + output[(8 - 4)];
|
|
step[4] = -output[4] + output[(8 - 5)];
|
|
step[5] = -output[5] + output[(8 - 6)];
|
|
step[6] = -output[6] + output[(8 - 7)];
|
|
step[7] = -output[7] + output[(8 - 8)];
|
|
step[8] = output[8];
|
|
step[9] = output[9];
|
|
step[10] = dct_32_round((-output[10] + output[13]) * cospi_16_64);
|
|
step[11] = dct_32_round((-output[11] + output[12]) * cospi_16_64);
|
|
step[12] = dct_32_round((output[12] + output[11]) * cospi_16_64);
|
|
step[13] = dct_32_round((output[13] + output[10]) * cospi_16_64);
|
|
step[14] = output[14];
|
|
step[15] = output[15];
|
|
|
|
step[16] = output[16] + output[23];
|
|
step[17] = output[17] + output[22];
|
|
step[18] = output[18] + output[21];
|
|
step[19] = output[19] + output[20];
|
|
step[20] = -output[20] + output[19];
|
|
step[21] = -output[21] + output[18];
|
|
step[22] = -output[22] + output[17];
|
|
step[23] = -output[23] + output[16];
|
|
step[24] = -output[24] + output[31];
|
|
step[25] = -output[25] + output[30];
|
|
step[26] = -output[26] + output[29];
|
|
step[27] = -output[27] + output[28];
|
|
step[28] = output[28] + output[27];
|
|
step[29] = output[29] + output[26];
|
|
step[30] = output[30] + output[25];
|
|
step[31] = output[31] + output[24];
|
|
|
|
// Stage 4
|
|
output[0] = step[0] + step[3];
|
|
output[1] = step[1] + step[2];
|
|
output[2] = -step[2] + step[1];
|
|
output[3] = -step[3] + step[0];
|
|
output[4] = step[4];
|
|
output[5] = dct_32_round((-step[5] + step[6]) * cospi_16_64);
|
|
output[6] = dct_32_round((step[6] + step[5]) * cospi_16_64);
|
|
output[7] = step[7];
|
|
output[8] = step[8] + step[11];
|
|
output[9] = step[9] + step[10];
|
|
output[10] = -step[10] + step[9];
|
|
output[11] = -step[11] + step[8];
|
|
output[12] = -step[12] + step[15];
|
|
output[13] = -step[13] + step[14];
|
|
output[14] = step[14] + step[13];
|
|
output[15] = step[15] + step[12];
|
|
|
|
output[16] = step[16];
|
|
output[17] = step[17];
|
|
output[18] = dct_32_round(step[18] * -cospi_8_64 + step[29] * cospi_24_64);
|
|
output[19] = dct_32_round(step[19] * -cospi_8_64 + step[28] * cospi_24_64);
|
|
output[20] = dct_32_round(step[20] * -cospi_24_64 + step[27] * -cospi_8_64);
|
|
output[21] = dct_32_round(step[21] * -cospi_24_64 + step[26] * -cospi_8_64);
|
|
output[22] = step[22];
|
|
output[23] = step[23];
|
|
output[24] = step[24];
|
|
output[25] = step[25];
|
|
output[26] = dct_32_round(step[26] * cospi_24_64 + step[21] * -cospi_8_64);
|
|
output[27] = dct_32_round(step[27] * cospi_24_64 + step[20] * -cospi_8_64);
|
|
output[28] = dct_32_round(step[28] * cospi_8_64 + step[19] * cospi_24_64);
|
|
output[29] = dct_32_round(step[29] * cospi_8_64 + step[18] * cospi_24_64);
|
|
output[30] = step[30];
|
|
output[31] = step[31];
|
|
|
|
// Stage 5
|
|
step[0] = dct_32_round((output[0] + output[1]) * cospi_16_64);
|
|
step[1] = dct_32_round((-output[1] + output[0]) * cospi_16_64);
|
|
step[2] = dct_32_round(output[2] * cospi_24_64 + output[3] * cospi_8_64);
|
|
step[3] = dct_32_round(output[3] * cospi_24_64 - output[2] * cospi_8_64);
|
|
step[4] = output[4] + output[5];
|
|
step[5] = -output[5] + output[4];
|
|
step[6] = -output[6] + output[7];
|
|
step[7] = output[7] + output[6];
|
|
step[8] = output[8];
|
|
step[9] = dct_32_round(output[9] * -cospi_8_64 + output[14] * cospi_24_64);
|
|
step[10] = dct_32_round(output[10] * -cospi_24_64 + output[13] * -cospi_8_64);
|
|
step[11] = output[11];
|
|
step[12] = output[12];
|
|
step[13] = dct_32_round(output[13] * cospi_24_64 + output[10] * -cospi_8_64);
|
|
step[14] = dct_32_round(output[14] * cospi_8_64 + output[9] * cospi_24_64);
|
|
step[15] = output[15];
|
|
|
|
step[16] = output[16] + output[19];
|
|
step[17] = output[17] + output[18];
|
|
step[18] = -output[18] + output[17];
|
|
step[19] = -output[19] + output[16];
|
|
step[20] = -output[20] + output[23];
|
|
step[21] = -output[21] + output[22];
|
|
step[22] = output[22] + output[21];
|
|
step[23] = output[23] + output[20];
|
|
step[24] = output[24] + output[27];
|
|
step[25] = output[25] + output[26];
|
|
step[26] = -output[26] + output[25];
|
|
step[27] = -output[27] + output[24];
|
|
step[28] = -output[28] + output[31];
|
|
step[29] = -output[29] + output[30];
|
|
step[30] = output[30] + output[29];
|
|
step[31] = output[31] + output[28];
|
|
|
|
// Stage 6
|
|
output[0] = step[0];
|
|
output[1] = step[1];
|
|
output[2] = step[2];
|
|
output[3] = step[3];
|
|
output[4] = dct_32_round(step[4] * cospi_28_64 + step[7] * cospi_4_64);
|
|
output[5] = dct_32_round(step[5] * cospi_12_64 + step[6] * cospi_20_64);
|
|
output[6] = dct_32_round(step[6] * cospi_12_64 + step[5] * -cospi_20_64);
|
|
output[7] = dct_32_round(step[7] * cospi_28_64 + step[4] * -cospi_4_64);
|
|
output[8] = step[8] + step[9];
|
|
output[9] = -step[9] + step[8];
|
|
output[10] = -step[10] + step[11];
|
|
output[11] = step[11] + step[10];
|
|
output[12] = step[12] + step[13];
|
|
output[13] = -step[13] + step[12];
|
|
output[14] = -step[14] + step[15];
|
|
output[15] = step[15] + step[14];
|
|
|
|
output[16] = step[16];
|
|
output[17] = dct_32_round(step[17] * -cospi_4_64 + step[30] * cospi_28_64);
|
|
output[18] = dct_32_round(step[18] * -cospi_28_64 + step[29] * -cospi_4_64);
|
|
output[19] = step[19];
|
|
output[20] = step[20];
|
|
output[21] = dct_32_round(step[21] * -cospi_20_64 + step[26] * cospi_12_64);
|
|
output[22] = dct_32_round(step[22] * -cospi_12_64 + step[25] * -cospi_20_64);
|
|
output[23] = step[23];
|
|
output[24] = step[24];
|
|
output[25] = dct_32_round(step[25] * cospi_12_64 + step[22] * -cospi_20_64);
|
|
output[26] = dct_32_round(step[26] * cospi_20_64 + step[21] * cospi_12_64);
|
|
output[27] = step[27];
|
|
output[28] = step[28];
|
|
output[29] = dct_32_round(step[29] * cospi_28_64 + step[18] * -cospi_4_64);
|
|
output[30] = dct_32_round(step[30] * cospi_4_64 + step[17] * cospi_28_64);
|
|
output[31] = step[31];
|
|
|
|
// Stage 7
|
|
step[0] = output[0];
|
|
step[1] = output[1];
|
|
step[2] = output[2];
|
|
step[3] = output[3];
|
|
step[4] = output[4];
|
|
step[5] = output[5];
|
|
step[6] = output[6];
|
|
step[7] = output[7];
|
|
step[8] = dct_32_round(output[8] * cospi_30_64 + output[15] * cospi_2_64);
|
|
step[9] = dct_32_round(output[9] * cospi_14_64 + output[14] * cospi_18_64);
|
|
step[10] = dct_32_round(output[10] * cospi_22_64 + output[13] * cospi_10_64);
|
|
step[11] = dct_32_round(output[11] * cospi_6_64 + output[12] * cospi_26_64);
|
|
step[12] = dct_32_round(output[12] * cospi_6_64 + output[11] * -cospi_26_64);
|
|
step[13] = dct_32_round(output[13] * cospi_22_64 + output[10] * -cospi_10_64);
|
|
step[14] = dct_32_round(output[14] * cospi_14_64 + output[9] * -cospi_18_64);
|
|
step[15] = dct_32_round(output[15] * cospi_30_64 + output[8] * -cospi_2_64);
|
|
|
|
step[16] = output[16] + output[17];
|
|
step[17] = -output[17] + output[16];
|
|
step[18] = -output[18] + output[19];
|
|
step[19] = output[19] + output[18];
|
|
step[20] = output[20] + output[21];
|
|
step[21] = -output[21] + output[20];
|
|
step[22] = -output[22] + output[23];
|
|
step[23] = output[23] + output[22];
|
|
step[24] = output[24] + output[25];
|
|
step[25] = -output[25] + output[24];
|
|
step[26] = -output[26] + output[27];
|
|
step[27] = output[27] + output[26];
|
|
step[28] = output[28] + output[29];
|
|
step[29] = -output[29] + output[28];
|
|
step[30] = -output[30] + output[31];
|
|
step[31] = output[31] + output[30];
|
|
|
|
// Final stage --- outputs indices are bit-reversed.
|
|
output[0] = step[0];
|
|
output[16] = step[1];
|
|
output[8] = step[2];
|
|
output[24] = step[3];
|
|
output[4] = step[4];
|
|
output[20] = step[5];
|
|
output[12] = step[6];
|
|
output[28] = step[7];
|
|
output[2] = step[8];
|
|
output[18] = step[9];
|
|
output[10] = step[10];
|
|
output[26] = step[11];
|
|
output[6] = step[12];
|
|
output[22] = step[13];
|
|
output[14] = step[14];
|
|
output[30] = step[15];
|
|
|
|
output[1] = dct_32_round(step[16] * cospi_31_64 + step[31] * cospi_1_64);
|
|
output[17] = dct_32_round(step[17] * cospi_15_64 + step[30] * cospi_17_64);
|
|
output[9] = dct_32_round(step[18] * cospi_23_64 + step[29] * cospi_9_64);
|
|
output[25] = dct_32_round(step[19] * cospi_7_64 + step[28] * cospi_25_64);
|
|
output[5] = dct_32_round(step[20] * cospi_27_64 + step[27] * cospi_5_64);
|
|
output[21] = dct_32_round(step[21] * cospi_11_64 + step[26] * cospi_21_64);
|
|
output[13] = dct_32_round(step[22] * cospi_19_64 + step[25] * cospi_13_64);
|
|
output[29] = dct_32_round(step[23] * cospi_3_64 + step[24] * cospi_29_64);
|
|
output[3] = dct_32_round(step[24] * cospi_3_64 + step[23] * -cospi_29_64);
|
|
output[19] = dct_32_round(step[25] * cospi_19_64 + step[22] * -cospi_13_64);
|
|
output[11] = dct_32_round(step[26] * cospi_11_64 + step[21] * -cospi_21_64);
|
|
output[27] = dct_32_round(step[27] * cospi_27_64 + step[20] * -cospi_5_64);
|
|
output[7] = dct_32_round(step[28] * cospi_7_64 + step[19] * -cospi_25_64);
|
|
output[23] = dct_32_round(step[29] * cospi_23_64 + step[18] * -cospi_9_64);
|
|
output[15] = dct_32_round(step[30] * cospi_15_64 + step[17] * -cospi_17_64);
|
|
output[31] = dct_32_round(step[31] * cospi_31_64 + step[16] * -cospi_1_64);
|
|
}
|
|
|
|
void vp9_fdct32x32_1_c(const int16_t *input, int16_t *output, int stride) {
|
|
int r, c;
|
|
int16_t sum = 0;
|
|
for (r = 0; r < 32; ++r)
|
|
for (c = 0; c < 32; ++c)
|
|
sum += input[r * stride + c];
|
|
|
|
output[0] = sum << 2;
|
|
output[1] = 0;
|
|
}
|
|
|
|
void vp9_fdct32x32_c(const int16_t *input, int16_t *out, int stride) {
|
|
int i, j;
|
|
int output[32 * 32];
|
|
|
|
// Columns
|
|
for (i = 0; i < 32; ++i) {
|
|
int temp_in[32], temp_out[32];
|
|
for (j = 0; j < 32; ++j)
|
|
temp_in[j] = input[j * stride + i] * 4;
|
|
fdct32(temp_in, temp_out, 0);
|
|
for (j = 0; j < 32; ++j)
|
|
output[j * 32 + i] = (temp_out[j] + 1 + (temp_out[j] > 0)) >> 2;
|
|
}
|
|
|
|
// Rows
|
|
for (i = 0; i < 32; ++i) {
|
|
int temp_in[32], temp_out[32];
|
|
for (j = 0; j < 32; ++j)
|
|
temp_in[j] = output[j + i * 32];
|
|
fdct32(temp_in, temp_out, 0);
|
|
for (j = 0; j < 32; ++j)
|
|
out[j + i * 32] = (temp_out[j] + 1 + (temp_out[j] < 0)) >> 2;
|
|
}
|
|
}
|
|
|
|
// Note that although we use dct_32_round in dct32 computation flow,
|
|
// this 2d fdct32x32 for rate-distortion optimization loop is operating
|
|
// within 16 bits precision.
|
|
void vp9_fdct32x32_rd_c(const int16_t *input, int16_t *out, int stride) {
|
|
int i, j;
|
|
int output[32 * 32];
|
|
|
|
// Columns
|
|
for (i = 0; i < 32; ++i) {
|
|
int temp_in[32], temp_out[32];
|
|
for (j = 0; j < 32; ++j)
|
|
temp_in[j] = input[j * stride + i] * 4;
|
|
fdct32(temp_in, temp_out, 0);
|
|
for (j = 0; j < 32; ++j)
|
|
// TODO(cd): see quality impact of only doing
|
|
// output[j * 32 + i] = (temp_out[j] + 1) >> 2;
|
|
// PS: also change code in vp9/encoder/x86/vp9_dct_sse2.c
|
|
output[j * 32 + i] = (temp_out[j] + 1 + (temp_out[j] > 0)) >> 2;
|
|
}
|
|
|
|
// Rows
|
|
for (i = 0; i < 32; ++i) {
|
|
int temp_in[32], temp_out[32];
|
|
for (j = 0; j < 32; ++j)
|
|
temp_in[j] = output[j + i * 32];
|
|
fdct32(temp_in, temp_out, 1);
|
|
for (j = 0; j < 32; ++j)
|
|
out[j + i * 32] = temp_out[j];
|
|
}
|
|
}
|