Relation of Generalized Two Dimensional Fractional Cosine Transform with Other Transform
Shobha Sharma
Abstract
Open-access reader
Shobha Sharma
Abstract
Open-access reader
Fractional Cosine Transform (FRCT) is a generalization of the ordinary cosine transform and it has similar relationship with Fractional Fourier Transform (FRFT).In actual computations of fractional cosine transform (FCT) and fractional sine transform (FST), the basic integrations are performed with quadratures.Because the data are sampled and the duration is finite, most of the quadratures can be implemented via matrix computations.In this paper we obtained some relations between fractional cosine and sine transform with other transforms. .
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Fractional Cosine Transform (FRCT) is a generalization of the ordinary cosine transform and it has similar relationship with Fractional Fourier Transform (FRFT).In actual computations of fractional cosine transform (FCT) and fractional sine transform (FST), the basic integrations are performed with quadratures.Because the data are sampled and the duration is finite, most of the quadratures can be implemented via matrix computations.In this paper we obtained some relations between fractional cosine and sine transform with other transforms. .
Key concepts: Mathematics, Fractional Fourier transform, Relation (database), Mathematical analysis, Discrete cosine transform, Trigonometric functions, Fourier transform, Computer science