![]() |
Ponte Academic Journal Mar 2017, Volume 73, Issue 3 |
![]() |
|
APPROXIMATION OF FUNCTIONS BY POLYNOMIALS OF HIGH DEGREE OF SPECIAL FORM Author(s): ALEXANDER DANILOV ,EUGENE BUDYLINA J. Ponte - Mar 2017 - Volume 73 - Issue 3 doi: 10.21506/j.ponte.2017.3.7 Abstract: In the annex to development of simulators of dynamics of flight as a part of training complexes for training of operators of transport airplanes are considered methods of approximation of functions of many variables by polynomials of high degrees. Are given examples of approximation of aerodynamic coefficients as functions of two variables by asymptotic polynomials of a special form. The method of approximation of the function of three variables set on a parallelepiped is given. The proposed approach has been successfully used in the mathematical modeling of kinetic processes of formation of physical and mechanical properties of composite materials and analytical description of the quality criteria.
|
| Download full text: Check if you have access through your login credentials or your institution |
|
|
|
Guide for Authors
This guideline has been prepared for the authors to new submissions and after their manuscripts have been accepted |
|
|
Authors Login
We welcome refrees who would be willing to act as reviewers |
|
|
Paper Tracking
You can track your submitted article from this tab |
|
|
Editorial Board
The international editorial board is headed by Dr. Maria E. Boschi |
|
|
General Policies
Papers that are published or held by the Journal may not be published elsewhere |
|
|
Peer Review Process
Papers will be sent to three peer reviewers for evaluation |
|
|
Copyright
All the open access articles published by Ponte and AISR, will be immediately free for everyone |