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Method for constructing an interpolation basis in an antiprism
Kamaeva S. O. 1
1 Chernivtsi National University named after Yuriy Fedkovych, Chernivtsi, 58002, Ukraine
Keywords: method for constructing basis
Abstract

The base of interpolation in antiprism with further exploration of stationary physical field is constructed.

References

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[3] Mathematical Encyclopedia. M., 1977. Publishing House "Soviet Encyclopedia". Vol. 1, p. 297. Antiprism.

[4] Andreev N.N., Yudin V.A. Extreme locations of points on a sphere / / Mathematical education (third series). 1997. Issue 1. - P. 115-121.

[5]  Khomenko A.N., Moiseenko S.V. Geometric modeling of hexagonal bases / / Applied geometry and engineering graphics. - K.: KNUBA, 2006. - Issue 76. - P.37-43.

[6] Kamaeva S.O., Khomenko A.N. Construction of Foma functions on an octagonal finite element / / Bulletin of the Khers. National Technical University. - 2008.- № 2(31). - P. 216-220.

[7] Khomchenko A.N. On the probabilistic construction of basis functions of the FEM. Ivano-Frankivsk. oil and gas institute. - Ivano-Frankivsk, 1982. - 7 p. - Dep. in VINITI 10.21.82, № 5264.

Cite
ACS Style
Kamaeva , S.O. Method for constructing an interpolation basis in an antiprism. Bukovinian Mathematical Journal. 2018, 1
AMA Style
Kamaeva SO. Method for constructing an interpolation basis in an antiprism. Bukovinian Mathematical Journal. 2018; 1(454).
Chicago/Turabian Style
S. O. Kamaeva . 2018. "Method for constructing an interpolation basis in an antiprism". Bukovinian Mathematical Journal. 1 no. 454.
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