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Non-uniform cosine modulated filter banks using meta-heuristic algorithms in CSD space

机译:CSD空间中使用元启发式算法的非均匀余弦调制滤波器组

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摘要

This paper presents an efficient design of non-uniform cosine modulated filter banks (CMFB) using canonic signed digit (CSD) coefficients. CMFB has got an easy and efficient design approach. Non-uniform decomposition can be easily obtained by merging the appropriate filters of a uniform filter bank. Only the prototype filter needs to be designed and optimized. In this paper, the prototype filter is designed using window method, weighted Chebyshev approximation and weighted constrained least square approximation. The coefficients are quantized into CSD, using a look-up-table. The finite precision CSD rounding, deteriorates the filter bank performances. The performances of the filter bank are improved using suitably modified meta-heuristic algorithms. The different meta-heuristic algorithms which are modified and used in this paper are Artificial Bee Colony algorithm, Gravitational Search algorithm, Harmony Search algorithm and Genetic algorithm and they result in filter banks with less implementation complexity, power consumption and area requirements when compared with those of the conventional continuous coefficient non-uniform CMFB.
机译:本文提出了一种使用经典正负号(CSD)系数的非均匀余弦调制滤波器组(CMFB)的有效设计。 CMFB有一种简单有效的设计方法。通过合并均匀过滤器组的适当过滤器,可以轻松获得非均匀分解。仅原型过滤器需要设计和优化。本文采用窗口法,加权切比雪夫近似和加权约束最小二乘近似来设计原型滤波器。使用查找表将系数量化为CSD。有限精度的CSD舍入会降低滤波器组的性能。使用适当修改的元启发式算法可以改善滤波器组的性能。本文修改和使用的不同的元启发式算法是人工蜂群算法,引力搜索算法,和声搜索算法和遗传算法,与之相比,它们使滤波器组的实现复杂度,功耗和面积要求更低。常规连续系数非均匀CMFB

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