Method for computing nonlinear function in inverse quantization formula
A technology of nonlinear functions and formulas, which is applied in the field of audio compression algorithms and can solve problems such as high computational overhead
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[0050] It can be known from formula (2) that two nonlinear functions are involved in the AAC dequantization formula, one is |X quant (k)| 4 / 3 , where |X quant |The range is 0~8191; the other is 2 1 / 4·(globalg ain-scf) . 2 of them 1 / 4*x The calculation of the function is relatively simple, and the following method can be used for calculation:
[0051] Y=2 1 / 4*x
[0052] Using the strategy of floating-point quantization, the result of Y is expressed in two parts: the mantissa part Y fract (|Yfract |≤1, expressed as a binary fraction) and the exponent part Y of 2 exp (in binary integer representation), then
[0053] Y = Y fract * 2 Y exp = ( Y fract ) Y exp
[0054] Usually we only need to add 2 0 / 4...
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