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A fast algorithm for the computation of 2-D forward and inverse MDCT

机译:计算二维正反MDCT的快速算法

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A fast algorithm for computing the two-dimensional (2-D) forward and inverse modified discrete cosine transform (MDCT and IMDCT) is proposed. The algorithm converts the 2-D MDCT and IMDCT with block size M × N into four 2-D discrete cosine transforms (DCTs) with block size (M/4) × (N/4). It is based on an algorithm recently presented by Cho et al. [An optimized algorithm for computing the modified discrete cosine transform and its inverse transform, in: Proceedings of the IEEE TENCON, vol. A, 21-24 November 2004, pp. 626-628] for the efficient calculation of one-dimensional MDCT and IMDCT. Comparison of the computational complexity with the traditional row-column method shows that the proposed algorithm reduces significantly the number of arithmetic operations.
机译:提出了一种快速计算二维(2-D)正向和反向修正离散余弦变换(MDCT和IMDCT)的算法。该算法将块大小为M×N的2-D MDCT和IMDCT转换为块大小为(M / 4)×(N / 4)的四个2-D离散余弦变换(DCT)。它基于Cho等人最近提出的算法。 [一种用于计算改进的离散余弦变换及其逆变换的优化算法,在:IEEE TENCON的会议记录,第A,2004年11月21-24日,第626-628页],用于有效地计算一维MDCT和IMDCT。将计算复杂度与传统的行列方法进行比较表明,该算法大大减少了算术运算的次数。

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