Eli̇pti̇k i̇ntegraller ve eli̇pti̇k fonksi̇yonlarla i̇ntegre edi̇lebi̇li̇r non-li̇neer di̇feransi̇yel denklemler

Linear Differential Equations is always large studying subject in different science sections but in modern science, some natural events cannot be explained by linear characteristic, therefore necessity to apply Non-Linear Differential equations appeared. Most of the time the Non-Linear Differential equations are used by Engineers. The solution methods of this equations neglected by the theoretical mathematises. The first study was started in USA, Russia and United Kingdom. That Equations generally was not integrable as the kind of the known functions. Therefore, approximate solutions are found which is appropriate with physical quality of a problem. In this study which two parts the first part of it Examples of exactly integrable non-linear differential equations were given. In the second part, elliptic integrals and non-linear differential equations which can be integrable by elliptic functions studied.