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Updated 24 2008
 
 

 

( 9153 ) - 8,5   10  

19 2013, 21:35
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private void EncodeFlag(int value) { int i, j, k; Predictor* p1 = dsc_m_f_ptr[dsc_cont ext],p2; for (i = 1, j = 1; i >= 0; i--) { p2 = p1 + j; k = (value >> i) & 1; Encode(p2->Summ, k); (*p2).Update(k); j += j + k; } } private void EncodeSymbol(int value) { //System.Diagnostics .Debug.WriteLine("by te" + value.ToString()); EncodeFlag(0); int i, j, k; Predictor* p1 = dsc_m_s_ptr[dsc_cont ext],p2; for (i = 7, j = 1; i >= 0; i--) { p2 = p1 + j; k = (value >> i) & 1; Encode(p2->Summ, k); (*p2).Update(k); j += j + k; } } private void EncodeMatch(int offset, int length) { //if (offset == 0) // System.Diagnostics.D ebug.WriteLine("rle" + length.ToString()); //else // System.Diagnostics.D ebug.WriteLine("matc h" + offset.ToString() + " " + length.ToString()); EncodeFlag(1); int i, j, k; Predictor* p1, p2; // offset offset -= 1; p1 = dsc_m_o_ptr[dsc_cont ext]; for (i = 3, j = 1; i >= 0; i--) { p2 = p1 + j; k = (offset >> i) & 1; Encode(p2->Summ, k); (*p2).Update(k); j += j + k; } // length length -= Dictionary.MIN_MATCH ; p1 = dsc_m_l_ptr[dsc_cont ext]; for (i = 3, j = 1; i >= 0; i--) { p2 = p1 + j; k = (length >> i) & 1; Encode(p2->Summ, k); (*p2).Update(k); j += j + k; } } private void EncodeRle(int rle) { if (rle == 1) EncodeFlag(2); else { EncodeFlag(3); int i, j, k; Predictor* p1 = dsc_m_o_ptr[dsc_cont ext],p2; rle -= 2; for (i = 3, j = 1; i >= 0; i--) { p2 = p1 + j; k = (rle >> i) & 1; Encode(p2->Summ, k); (*p2).Update(k); j += j + k; } } } private void Encode(long pv, int bit) { uint xmid = x1 + (uint)(((long)(x2 - x1) * pv) >> 17); if (bit > 0) x2 = xmid; else x1 = xmid + 1; while ((x1 ^ x2) < i1s24) { dsc_stream.WriteByte ((byte)(x2>> 24)); x1 <<= 8; x2 = (x2 << 8) | 255; } }
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17 2013, 10:39
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17 2013, 0:21
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16 2013, 11:52
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13 2013, 23:0
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13 2013, 1:58
// Perform the forward DCT on one 8x8 block of samples. // A slow-but-accurate integer implementation of the // forward DCT (Discrete Cosine Transform). This routine // also perform quantization of the coefficients. // // This implementation is based on an algorithm described in // C. Loeffler, A. Ligtenberg and G. Moschytz, "Practical Fast 1-D DCT // Algorithms with 11 Multiplications", Proc. Int'l. Conf. on Acoustics, // Speech, and Signal Processing 1989 (ICASSP '89), pp. 988-991. // The primary algorithm described there uses 11 multiplies and 29 adds. // We use their alternate method with 12 multiplies and 32 adds. // The advantage of this method is that no data path contains more than one // multiplication; this allows a very simple and accurate implementation in // scaled fixed-point arithmetic, with a minimal number of shifts. public void Forward(short* block /* -128 ... 127 */, short* coefficients /* -1024 ... 1023 */) { int* buff = jt_p_temp, quant; short* ptr = block; int t0, t1, t2, t3, t4, t5, t6, t7, t8, t9, t10, t11, t12, t13, t14, t15, t16, t, q, i; for (i = 0; i < 8; i++) { t0 = *ptr + ptr[7]; t7 = ptr[0] - ptr[7]; t1 = ptr[1] + ptr[6]; t6 = ptr[1] - ptr[6]; t2 = ptr[2] + ptr[5]; t5 = ptr[2] - ptr[5]; t3 = ptr[3] + ptr[4]; t4 = ptr[3] - ptr[4]; t8 = t0 + t3; t11 = t0 - t3; t9 = t1 + t2; t10 = t1 - t2; buff[0] = t8 + t9 << 2; buff[4] = t8 - t9 << 2; t12 = (t10 + t11) * 4433; buff[2] = t12 + t11 * 6270 + 1024 >> 11; buff[6] = t12 + t10 * -15137 + 1024 >> 11; t12 = t4 + t7; t13 = t5 + t6; t14 = t4 + t6; t15 = t5 + t7; t16 = (t14 + t15) * 9633; t4 *= 2446; t5 *= 16819; t6 *= 25172; t7 *= 12299; t12 *= -7373; t13 *= -20995; t14 *= -16069; t15 *= -3196; t14 += t16; t15 += t16; buff[7] = t4 + t12 + t14 + 1024 >> 11; buff[5] = t5 + t13 + t15 + 1024 >> 11; buff[3] = t6 + t13 + t14 + 1024 >> 11; buff[1] = t7 + t12 + t15 + 1024 >> 11; buff += 8; ptr += 8; } buff = jt_p_temp; for (i = 0; i < 8; i++) { t0 = *buff + buff[56]; t7 = *buff - buff[56]; t1 = buff[8] + buff[48]; t6 = buff[8] - buff[48]; t2 = buff[16] + buff[40]; t5 = buff[16] - buff[40]; t3 = buff[24] + buff[32]; t4 = buff[24] - buff[32]; t8 = t0 + t3; t11 = t0 - t3; t9 = t1 + t2; t10 = t1 - t2; *buff = t8 + t9 + 2 >> 2; buff[32] = t8 - t9 + 2 >> 2; t12 = (t10 + t11) * 4433; buff[16] = t12 + t11 * 6270 + 16384 >> 15; buff[48] = t12 + t10 * -15137 + 16384 >> 15; t12 = t4 + t7; t13 = t5 + t6; t14 = t4 + t6; t15 = t5 + t7; t16 = (t14 + t15) * 9633; t4 *= 2446; t5 *= 16819; t6 *= 25172; t7 *= 12299; t12 *= -7373; t13 *= -20995; t14 *= -16069;
1
12 2013, 23:46
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12 2013, 23:44
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11 2013, 20:23
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09 2013, 21:48
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