Further Developments in the Nonlinear Fractal Interpolation Theory - Hun Ho
- Format: Broché Voir le descriptif
Vous en avez un à vendre ?
Vendez-le-vôtre133,99 €
Occasion · Comme Neuf
Ou 33,50 € /mois
- Livraison : 25,00 €
- Livré entre le 11 et le 21 mai
- Payez directement sur Rakuten (CB, PayPal, 4xCB...)
- Récupérez le produit directement chez le vendeur
- Rakuten vous rembourse en cas de problème
Gratuit et sans engagement
Félicitations !
Nous sommes heureux de vous compter parmi nos membres du Club Rakuten !
TROUVER UN MAGASIN
Retour
Avis sur Further Developments In The Nonlinear Fractal Interpolation Theory de Hun Ho Format Broché - Livre
0 avis sur Further Developments In The Nonlinear Fractal Interpolation Theory de Hun Ho Format Broché - Livre
Les avis publiés font l'objet d'un contrôle automatisé de Rakuten.
Présentation Further Developments In The Nonlinear Fractal Interpolation Theory de Hun Ho Format Broché
- Livre
Biographie:
HyonChol Kim - studied Mathematics at Kim Il Sung University, Pyongyang, DPR of Korea. He is now a teacher at the Faculty of Mathematics, Kim Il Sung University, DPR of Korea.Hun Ho - Teacher at the Faculty of Mathematics, Kim Il Sung University, DPR of Korea.SongIl Ri - Teacher at the Faculty of Mathematics, University of Science, DPR of Korea....
Sommaire:
The methods which generate the elegant and complex natural images by using data base already created with the combination of mathematics and computer graphics came into being. FICs and FISs have better advantages than classical polynomoals interpolations conventional in modeling of magnetic similarity in nature world. It is widely used in construction and description of natural curves such as coastal line, configuration of mountains, contours of clouds, horizontal line and forest and also natural curved surface such as rock, metal and topography and so on. This book is divided into four chapters. In this book, we present great many interests to the researchers in the natural and applied sciences and attract a very surprising attention of the scholars in the fractal interpolation field. In particular, we extend our work offer a more comprehensive overview of our papers with respect to the nonlinear fractal interpolation....
Détails de conformité du produit
Personne responsable dans l'UE