CONVOLUTION STRUCTURE FOR TWO VERSION OF FRACTIONAL LAPLACE TRANSFORM
Abstract
Two versions of fractional Laplace transform are found in the literature. One by Sharma [4], which is a special case of linear canonical transform with representative matrix [i cos α,i sin α,i sin α, -i cos α]and other by Torre [5] with representative matrix [cos α,i sin α,i sin α, cos α]. This paper is devoted to study the convolution structure for both versions of fractional Laplace transform. We have also proved convolution theorem for them.
Topics:
Linear canonical transform,
Fractional Laplace transform,
convolution.
Publisher: Bibliotheca Publishing House
Year: 2011
Provided by
Directory of Open Access Journals
Downloaded from
http://www.icstm.ro/DOCS/josa/josa_2011_2/04.pdf
Save PDF
(146.7 kB)
- Fractional Laplace transform, - K K Sharma - 2007
- Generalized integral transform, Inter-Science Publishers, - A H Zemanian - 1968
