MENCARI RUMUSAN TRANSFORMASI LAPLACE MELALUI GENERALISASI DARI DERET PANGKAT

Syarifa Aini

Abstract


The Laplace Transform in mathematics can called as calculus operational that can
use to solve equation of partial differential and equation of integral. Generally
mathematicians just can application of Laplace Transform without know how to get The
Laplace Transform.
with is coefficient of power series and w Function of Complex variable is by
replacing the variable w with and the integral exponent n with a continuous variable
t. With such approach it is not surprising that many of the integral formula of the Laplace
Transform can be correctly conjectured by the corresponding ones of the power series.

 

Keyword : Function of Complex variable, Power Series, analytic function, uniformly absolutely convergence of an integral, the laplace transform

Related Links :  http://skripsi.umm.ac.id/files/disk1/20/jiptummpp-gdl-s1-2004-syarifaain-972-PENDAHUL-N.pdf


Keywords


Function of Complex variable; Power Series; analytic function; uniformly absolutely convergence of an integral; the laplace transform; UMM