Laplace Dönüşümü Nedir? | Laplace Dönüşümü 1

The Laplace Transform is a method frequently used, particularly in finding general solutions to ordinary differential equations with constant or variable coefficients, or in solving Volterra-type integral equations containing convolutional kernels. The theory was first introduced by P. Simon Laplace, and it transforms a function into a different function under certain conditions using generalized integration. In this series, we will present the properties of this transform with proofs. We will calculate the Laplace transforms of special types of functions. We will discuss inverse Laplace transforms and provide examples of how to solve some differential and integral equations. I plan for this to be a series of approximately 15 videos. My aim is to contribute an archive of information on the Laplace Transform to the mathematical literature in our country.