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Regressive implementations for the forward and inverse MDCT in MPEG audio coding

机译:MPEG音频编码中正向和反向MDCT的回归实现

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Modified discrete cosine transform (MDCT) and inverse modified discrete cosine transform (IMDCT) are two of the most compute-intensive operations in layer III of the MPEG audio coding standard. We first derive two sinusoidal recursive formulas for the transform kernels of the MDCT and IMDCT. Then we demonstrate that general length of MDCT and IMDCT can be efficiently implemented by using the regressive structure derived from the sinusoidal recursive formulas. The proposed regular structure is particularly suitable for parallel VLSI realization. Besides, it also provides an efficient on-line computation scheme and is especially suitable for the computation of variable length MDCT and IMDCT when involving dynamical window switching in the MPEG audio coding standard.
机译:修正离散余弦变换(MDCT)和逆修正离散余弦变换(IMDCT)是MPEG音频编码标准第三层中计算量最大的两个操作。我们首先为MDCT和IMDCT的转换内核导出两个正弦递归公式。然后,我们证明,通过使用从正弦递归公式得出的回归结构,可以有效地实现MDCT和IMDCT的一般长度。所提出的规则结构特别适合于并行VLSI实现。此外,它还提供了一种有效的在线计算方案,当在MPEG音频编码标准中涉及动态窗口切换时,特别适合于可变长度MDCT和IMDCT的计算。

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