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Heaviside/Dirac delta functions can be used in equation (see Laplace for further information). Syntax: SolvD SolvD(equation,{function ,initial conditions}) equation differential/integral equation derivative of a function is written: d(f(x),x,n) where "d()" is the normal differentiation function on the calculator and 'n' is the order. Jan 05, 2017 · However, we can make use of the Dirac delta function to assign these functions Fourier transforms in a way that makes sense. Because even the simplest functions that are encountered may need this type of treatment, it is recommended that you be familiar with the properties of the Laplace transform before moving on. Calculations and visualizations for integral transforms and their inverses. Compute Fourier, Laplace, Mellin and Z-transforms. Integral transforms are linear mathematical operators that act on functions to alter the domain. Transforms are used to make certain integrals and differential equations easier to...