Shape preserving conditions under interpolation by parabolic splines - Conference attendances

Shape preserving conditions under interpolation by parabolic splines Conference attendances

Language

Английский

Participant type

Секционный

Conference

9th International Conference on Optimization and Applications
01-05 Oct 2018 , Petrovac

Authors

Bogdanov Vladimir ¹ , Volkov Yuriy ¹

Affiliations

1	Sobolev Institute of Mathematics

Parabolic splines are applied to solve an interpolation problem with the conditions of preserving the piecewise monotonicity and convexity. Sufficient conditions are established for the piecewise monotonicity and convexity of Subbotin’s quadratic interpolation splines, and numerical examples are given.

Bogdanov V. , Volkov Y.
Shape preserving conditions under interpolation by parabolic splines
9th International Conference on Optimization and Applications 01-05 Oct 2018