Add to ORKGIn this paper we present the generalized convolution and correlation for the two-dimensional discrete quaternion Fourier transforn (DQFT). We provide several new properties of the generalization. These results can be considered as the extensions of the correlation and convolution properties of real and complex Fourier transform to the DQFT domai
Over the past century, a correlation has been an essential mathematical technique utilized in engine...
AbstractWe review the quaternionic Fourier transform (QFT). Using the properties of the QFT we estab...
-The quaternion Wigner-Ville distribution associated with linear canonical transform (QWVD-LCT) is a...
In this paper we establish correlation theorem for the two-sided quaternion Fourier transform (QFT)...
In this paper we introduce convolution theorem for the Fourier transform (FT) of two complex functio...
The correspondence between quaternion convolution and quaternion product associated with the hyperco...
Copyright © 2013 Mawardi Bahri and Surahman. This is an open access article distributed under the Cr...
In this paper we discuss the two-dimensional discrete quaternion Fourier transform (DQFT). We derive...
Some Properties of General Convolution in Spatial and Frequency Domains Associated with Hypercomplex...
In this paper we introduce convolution theorem for the Fourier transform (FT) of \ud two complex fun...
General convolution theorems for two-dimensional quaternion Fourier transforms (QFTs) are presented....
The quaternion Fourier transform (qFT) is an important tool in multi-dimensional data analysis, in p...
We study matrix forms of quaternionic versions of the Fourier Transform and Convolution operations. ...
Novel types of convolution operators for quaternion linear canonical transform (QLCT) are proposed. ...
We define n th root of unity in quaternion space and then we define discrete quaternion Fourier tran...
Over the past century, a correlation has been an essential mathematical technique utilized in engine...
AbstractWe review the quaternionic Fourier transform (QFT). Using the properties of the QFT we estab...
-The quaternion Wigner-Ville distribution associated with linear canonical transform (QWVD-LCT) is a...
In this paper we establish correlation theorem for the two-sided quaternion Fourier transform (QFT)...
In this paper we introduce convolution theorem for the Fourier transform (FT) of two complex functio...
The correspondence between quaternion convolution and quaternion product associated with the hyperco...
Copyright © 2013 Mawardi Bahri and Surahman. This is an open access article distributed under the Cr...
In this paper we discuss the two-dimensional discrete quaternion Fourier transform (DQFT). We derive...
Some Properties of General Convolution in Spatial and Frequency Domains Associated with Hypercomplex...
In this paper we introduce convolution theorem for the Fourier transform (FT) of \ud two complex fun...
General convolution theorems for two-dimensional quaternion Fourier transforms (QFTs) are presented....
The quaternion Fourier transform (qFT) is an important tool in multi-dimensional data analysis, in p...
We study matrix forms of quaternionic versions of the Fourier Transform and Convolution operations. ...
Novel types of convolution operators for quaternion linear canonical transform (QLCT) are proposed. ...
We define n th root of unity in quaternion space and then we define discrete quaternion Fourier tran...
Over the past century, a correlation has been an essential mathematical technique utilized in engine...
AbstractWe review the quaternionic Fourier transform (QFT). Using the properties of the QFT we estab...
-The quaternion Wigner-Ville distribution associated with linear canonical transform (QWVD-LCT) is a...