Integro quintic splines and their approximation properties

Хэвлэлийн нэр: Applied Mathematics and Computation

Зохиогч:  Р.Мижиддорж

Хамтран зохиогч:

Хэвлүүлсэн огноо: 2014-03-15

Хуудас дугаар: 536–543

Өгүүллийн хураангуй: Integro quintic splines and their approximation properties
T. Zhanlav^a, R. Mijiddorj^b,
a Department of Applied Mathematics, National University of Mongolia, Ulaanbaatar, Mongolia
b Department of Programming, Mongolian State University of Education, Ulaanbaatar, Mongolia

Quite recently, Behforooz (2009) [2] introduced a new approach to construct integro-quintic
splines, that requires seven additional end conditions. In this paper, we propose five end
conditions that allows to simplify the construction of this spline. The proposed algorithm is
very easy to implement. The convergence in approximating function values and its derivatives
up to five order is proved. Numerical results illustrate the efficiency and higher
approximation ability of the method.

Өгүүллийн төрөл: Томсон-Ройтерсийн индекстэй(IF-JCR) сэтгүүл

Өгүүллийн зэрэглэл: Гадаад

Түлхүүр үг: #Error analysis #Integro quintic spline #End conditions

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