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Judul Relationship Among Three Definitions of Quaternion Fourier Transforms And Inversion Formula / Mawardi Bahri, Ryuichi Ashio
Pengarang Mawardi Bahri
Penerbitan International Conference on Wavelet Analysis and Pattern Recognition (ICWAPR : International Conference on Wavelet Analysis and Pattern Recognition (ICWAPR, 2019
Subjek quaternion Fourier transform; Gaussian function
Abstrak Firstly, based on basic properties of the kernel function of the quaternion Fourier transform we derive in detail relationships among three definitions of the quaternion Fourier transforms. Secondly, based on the quaternion Fourier transform of the quaternion Gaussian function we derive an inversion formula to recovering a quaternion function from the quaternion Fourier transform.
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No Barcode No. Panggil Akses Lokasi Ketersediaan
Tag Ind1 Ind2 Isi
001 INLIS000000000055657
005 20200213023252
007 ta
008 200213###########################0######
035 # # $a 0010-0220000331
100 0 # $a Mawardi Bahri
245 1 # $a Relationship Among Three Definitions of Quaternion Fourier Transforms And Inversion Formula /$c Mawardi Bahri, Ryuichi Ashio
260 # # $a International Conference on Wavelet Analysis and Pattern Recognition (ICWAPR :$b International Conference on Wavelet Analysis and Pattern Recognition (ICWAPR,$c 2019
520 # # $a Firstly, based on basic properties of the kernel function of the quaternion Fourier transform we derive in detail relationships among three definitions of the quaternion Fourier transforms. Secondly, based on the quaternion Fourier transform of the quaternion Gaussian function we derive an inversion formula to recovering a quaternion function from the quaternion Fourier transform.
650 # # $a quaternion Fourier transform; Gaussian function
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1 Abstract-REWARD2020P5.pdf pdf Baca Online
Content Unduh katalog