The multiplicative convolution solutions of multiplicative differential and multiplicative integral equations

In this thesis multiplicative differential and multiplicative integral equations are studied with multiplicative Laplace and multiplicative convolution theorem. Thesis is structured into five chapters; first chapter mentioned about literature. In the second chapter the necessary definitions and theorems are explained for thesis. In the third chapter multiplicative differential and multiplicative integral equations definitions and properties are explained and multiplicative Laplace and multiplicative convolution definitions are investigated. Furthermore the multiplicative Laplace transformation for multiplicative differential equations are explained. In the fourth chapter the multiplicative convolution method is applied to the multiplicative differential equations, in addition the multiplicative Laplace and multiplicative convolution method is developed for multiplicative integral equations and they are demonsrated with examples. In the fifth chapter the results are given.