The Laplace transform is less familiar, even though it is a generalization of the Fourier transform. [Steve Bruntun] has a good explanation of the math behind the Laplace transform in a recent ...

If we were in the time domain, convolution would be called for. At any rate, the formula simplifies to which has inverse Laplace transform Compared to the open loop form the time constant 1/(a+1) is ...

The Laplace transform is less familiar, even though it is a generalization of the Fourier transform. [Steve Bruntun] has a good explanation of the math behind the Laplace transform in a recent ...

and Thomée concerning parabolic equations we study the discretization in time of a Volterra type integro‐differential equation in which the integral operator is a convolution of a weakly singular ...

I am using Laplace Transform to perform the transient analysis on the circuit. To to do I am using Symbolic Python, to handle the equations and inverse lapace transform function in the library, and ...

The numerical inversion of Laplace transform is formulated as a regularized regression problem (with non-negative constraint for our purpose) and is subsequently solved by an algorithm of Least ...

Abstract: Integral representations for the solutions of the Laplace ... A new transform method was introduced in Fokas (1997, Proc. R. Soc. Lond. A, 53, 1411–1443) for solving BVPs for linear and ...