The author introduces an integral transform which, although closely related to the Laplace transform, possesses properties which are claimed to make the transformation process easier to visualize. A number of results are obtained. For example, differentiation and integration of a function
-domain are shown to correspond to division and multiplication of the transformed function
-domain. Also scaling of
-domain is equivalent to scaling of
by the same scale factor. Applications to differential and integral equations and to a control engineering problem are considered.