Hermitian Spline in E4 Space

Authors

  • Makhmudov Maksud Sheralievich Bukhara Engineering and Technology Institute doctoral student Uzekistan, Bukhara
  • Akhmedov Yu.Kh Bukhoro Muhandislik Technology Institute docenti Uzbekistan Republicasi, Bukhoro

Keywords:

Hypernets, finite difference method, interpolation, bypass points

Abstract

The actual problem of computer-aided design in the creation of effective mathematical models of complex objects of modern construction and technology, which improves the quality and reduces the development time of projects, and also relevant is the development of scientific foundations for constructing computer graphics tools, methods for geometric modeling of designed objects. This article is devoted to this problem, the results of the research of which contain the solution of the issues of geometric modeling of designed objects, as well as mathematical software for use with computer graphics.

Downloads

Published

2022-04-29

Issue

Section

Articles

How to Cite

Hermitian Spline in E4 Space. (2022). Eurasian Journal of Engineering and Technology, 5, 110-115. https://geniusjournals.org/index.php/ejet/article/view/1204