ABSTRACT
The Fourier transformations are used mainly with respect to the space variables. In certain circumstances, however, for reasons of expedience or necessity, it is desirable to eliminate time as a variable in the problem. This is achieved by means of the Laplace transformation. We specify the particular concepts of the q-Laplace transform. The convolution for these transforms is considered in some detail.
Share and Cite:
Taheri, S. and Asil, M. (2016) q-Laplace Transform.
Advances in Pure Mathematics,
6, 16-20. doi:
10.4236/apm.2016.61003.
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