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@ -515,7 +515,7 @@ static int encode_exp(uint8_t encoded_exp[N/2], |
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int nb_exps, |
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int exp_strategy) |
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{ |
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int group_size, nb_groups, i, j, k, recurse, exp_min, delta; |
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int group_size, nb_groups, i, j, k, exp_min; |
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uint8_t exp1[N/2]; |
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switch(exp_strategy) { |
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@ -550,25 +550,13 @@ static int encode_exp(uint8_t encoded_exp[N/2], |
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if (exp1[0] > 15) |
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exp1[0] = 15; |
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/* Iterate until the delta constraints between each groups are
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satisfyed. I'm sure it is possible to find a better algorithm, |
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but I am lazy */ |
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do { |
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recurse = 0; |
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for(i=1;i<=nb_groups;i++) { |
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delta = exp1[i] - exp1[i-1]; |
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if (delta > 2) { |
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/* if delta too big, we encode a smaller exponent */ |
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exp1[i] = exp1[i-1] + 2; |
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} else if (delta < -2) { |
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/* if delta is too small, we must decrease the previous
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exponent, which means we must recurse */ |
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recurse = 1; |
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exp1[i-1] = exp1[i] + 2; |
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} |
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} |
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} while (recurse); |
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/* Decrease the delta between each groups to within 2
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* so that they can be differentially encoded */ |
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for (i=1;i<=nb_groups;i++) |
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exp1[i] = FFMIN(exp1[i], exp1[i-1] + 2); |
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for (i=nb_groups-1;i>=0;i--) |
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exp1[i] = FFMIN(exp1[i], exp1[i+1] + 2); |
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/* now we have the exponent values the decoder will see */ |
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encoded_exp[0] = exp1[0]; |
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k = 1; |
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