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Parametric Slant-Hadamard Transforms

机译:参数化Slant-Hadamard变换

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摘要

The purpose of this paper is to develop a class of generalized parametric Slant-Hadamard transform of order (N = k~n, n = 2, 3,...) where k is an arbitrary integer and to present its fast algorithm. As special cases of this class are the classical Slant-Hadamard (k = 2 and β_N = 1), the generalized Slant-Hadamard (β_N = 1), and the parametric Slant-Hadamard (k = 2) transforms. We will show that the parametric Slant-Hadamard transform is slightly superior to the DCT for compression of the geometric test images at a particular quantization matrix scaling factors.
机译:本文的目的是开发一类广义参数化Slant-Hadamard阶变换(N = k〜n,n = 2,3,...),其中k为任意整数,并给出其快速算法。作为此类的特殊情况,有经典的Slant-Hadamard(k = 2和β_N= 1),广义Slant-Hadamard(β_N= 1)和参数Slant-Hadamard(k = 2)变换。我们将显示,在特定的量化矩阵比例因子下,几何测试图像的压缩参数参量Slant-Hadamard变换略优于DCT。

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