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/* Copyright (c) 2001-2011 Timothy B. Terriberry
*/
/*
Redistribution and use in source and binary forms, with or without
modification, are permitted provided that the following conditions
are met:
- Redistributions of source code must retain the above copyright
notice, this list of conditions and the following disclaimer.
- Redistributions in binary form must reproduce the above copyright
notice, this list of conditions and the following disclaimer in the
documentation and/or other materials provided with the distribution.
THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
``AS IS'' AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER
OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL,
EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO,
PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR
PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF
LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING
NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS
SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
*/
#include "opus/opus_config.h"
#include "opus/celt/entcode.h"
#include "opus/celt/arch.h"
#if !defined(EC_CLZ)
/*This is a fallback for systems where we don't know how to access
a BSR or CLZ instruction (see ecintrin.h).
If you are optimizing Opus on a new platform and it has a native CLZ or
BZR (e.g. cell, MIPS, x86, etc) then making it available to Opus will be
an easy performance win.*/
int ec_ilog(opus_uint32 _v){
/*On a Pentium M, this branchless version tested as the fastest on
1,000,000,000 random 32-bit integers, edging out a similar version with
branches, and a 256-entry LUT version.*/
int ret;
int m;
ret=!!_v;
m=!!(_v&0xFFFF0000)<<4;
_v>>=m;
ret|=m;
m=!!(_v&0xFF00)<<3;
_v>>=m;
ret|=m;
m=!!(_v&0xF0)<<2;
_v>>=m;
ret|=m;
m=!!(_v&0xC)<<1;
_v>>=m;
ret|=m;
ret+=!!(_v&0x2);
return ret;
}
#endif
#if 1
/* This is a faster version of ec_tell_frac() that takes advantage
of the low (1/8 bit) resolution to use just a linear function
followed by a lookup to determine the exact transition thresholds. */
opus_uint32 ec_tell_frac(ec_ctx *_this){
static const unsigned correction[8] =
{35733, 38967, 42495, 46340,
50535, 55109, 60097, 65535};
opus_uint32 nbits;
opus_uint32 r;
int l;
unsigned b;
nbits=_this->nbits_total<<BITRES;
l=EC_ILOG(_this->rng);
r=_this->rng>>(l-16);
b = (r>>12)-8;
b += r>correction[b];
l = (l<<3)+b;
return nbits-l;
}
#else
opus_uint32 ec_tell_frac(ec_ctx *_this){
opus_uint32 nbits;
opus_uint32 r;
int l;
int i;
/*To handle the non-integral number of bits still left in the encoder/decoder
state, we compute the worst-case number of bits of val that must be
encoded to ensure that the value is inside the range for any possible
subsequent bits.
The computation here is independent of val itself (the decoder does not
even track that value), even though the real number of bits used after
ec_enc_done() may be 1 smaller if rng is a power of two and the
corresponding trailing bits of val are all zeros.
If we did try to track that special case, then coding a value with a
probability of 1/(1<<n) might sometimes appear to use more than n bits.
This may help explain the surprising result that a newly initialized
encoder or decoder claims to have used 1 bit.*/
nbits=_this->nbits_total<<BITRES;
l=EC_ILOG(_this->rng);
r=_this->rng>>(l-16);
for(i=BITRES;i-->0;){
int b;
r=r*r>>15;
b=(int)(r>>16);
l=l<<1|b;
r>>=b;
}
return nbits-l;
}
#endif
#ifdef USE_SMALL_DIV_TABLE
/* Result of 2^32/(2*i+1), except for i=0. */
const opus_uint32 SMALL_DIV_TABLE[129] = {
0xFFFFFFFF, 0x55555555, 0x33333333, 0x24924924,
0x1C71C71C, 0x1745D174, 0x13B13B13, 0x11111111,
0x0F0F0F0F, 0x0D79435E, 0x0C30C30C, 0x0B21642C,
0x0A3D70A3, 0x097B425E, 0x08D3DCB0, 0x08421084,
0x07C1F07C, 0x07507507, 0x06EB3E45, 0x06906906,
0x063E7063, 0x05F417D0, 0x05B05B05, 0x0572620A,
0x05397829, 0x05050505, 0x04D4873E, 0x04A7904A,
0x047DC11F, 0x0456C797, 0x04325C53, 0x04104104,
0x03F03F03, 0x03D22635, 0x03B5CC0E, 0x039B0AD1,
0x0381C0E0, 0x0369D036, 0x03531DEC, 0x033D91D2,
0x0329161F, 0x03159721, 0x03030303, 0x02F14990,
0x02E05C0B, 0x02D02D02, 0x02C0B02C, 0x02B1DA46,
0x02A3A0FD, 0x0295FAD4, 0x0288DF0C, 0x027C4597,
0x02702702, 0x02647C69, 0x02593F69, 0x024E6A17,
0x0243F6F0, 0x0239E0D5, 0x02302302, 0x0226B902,
0x021D9EAD, 0x0214D021, 0x020C49BA, 0x02040810,
0x01FC07F0, 0x01F44659, 0x01ECC07B, 0x01E573AC,
0x01DE5D6E, 0x01D77B65, 0x01D0CB58, 0x01CA4B30,
0x01C3F8F0, 0x01BDD2B8, 0x01B7D6C3, 0x01B20364,
0x01AC5701, 0x01A6D01A, 0x01A16D3F, 0x019C2D14,
0x01970E4F, 0x01920FB4, 0x018D3018, 0x01886E5F,
0x0183C977, 0x017F405F, 0x017AD220, 0x01767DCE,
0x01724287, 0x016E1F76, 0x016A13CD, 0x01661EC6,
0x01623FA7, 0x015E75BB, 0x015AC056, 0x01571ED3,
0x01539094, 0x01501501, 0x014CAB88, 0x0149539E,
0x01460CBC, 0x0142D662, 0x013FB013, 0x013C995A,
0x013991C2, 0x013698DF, 0x0133AE45, 0x0130D190,
0x012E025C, 0x012B404A, 0x01288B01, 0x0125E227,
0x01234567, 0x0120B470, 0x011E2EF3, 0x011BB4A4,
0x01194538, 0x0116E068, 0x011485F0, 0x0112358E,
0x010FEF01, 0x010DB20A, 0x010B7E6E, 0x010953F3,
0x01073260, 0x0105197F, 0x0103091B, 0x01010101
};
#endif
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