A set of fast real transforms including the well known Hartley transfom is fully investigated. Mixed radix splitting properties of Hartley-type transforms are examined in detail. The matrix algebras diagonalized by the Hartley-type matrices are expressed in terms of circulant and (-1)-circulant matrices.
Bortoletti, A., DI FIORE, C. (2003). On a set of matrix algebras related to discrete Hartley-type transforms. LINEAR ALGEBRA AND ITS APPLICATIONS, 366, 65-85 [10.1016/S0024-3795(02)00500-1].
On a set of matrix algebras related to discrete Hartley-type transforms
DI FIORE, CARMINE
2003-01-01
Abstract
A set of fast real transforms including the well known Hartley transfom is fully investigated. Mixed radix splitting properties of Hartley-type transforms are examined in detail. The matrix algebras diagonalized by the Hartley-type matrices are expressed in terms of circulant and (-1)-circulant matrices.File in questo prodotto:
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