并行格型结构实现一维块时间递归实值离散Gabor变换

Parallel Lattice Structure of 1-D Block Time-recursive Real-valued Gabor Transforms

为了有效和快速地计算实值离散Gabor变换,本文提出了在临界抽样条件下,一维块时间递归实值离散Gabor变换系数求解算法和由变换系数重建原信号算法,并研究了并行格型结构实现这两种算法的方法。

Under the condition of critical sampling the efficient and fast block time-recursive algorithms for both the computation of the 1-D real-valued discrete Gabor transform coefficients and the reconstruction of the original signal from the coefficients are developed in this paper. The implementation of these two algorithms solued by parallel lattice structure are studies.