Research Communication | Open Access
Volume 2019 | Communication ID 28
Volume 2019 | Communication ID 28
| New Finite Series Related To The Exponential Function |
Ghizlane Chaachoui, Mohammed El Khomssi
Received |
Accepted |
Published |
Dec 25, 2018 |
Jan 31, 2019 |
Mar 01, 2019 |
Abstract: It is well known that the formula of Faà Di Bruno gives us the derivative of a composite function. The calculation of a finite sum cannot always be simplified, in this communication we propose a method based on a derivation tool as well as a developed formula of Faà Di Bruno found by us, which we apply to a class of functions such as logarithm, polynomial and specially the exponential, in order to compute some new non-classical finite series.