Renkas A. Geometrical modeling of areas of parameters of dynamic systems.

Українська версія

Thesis for the degree of Candidate of Sciences (CSc)

State registration number

0405U004160

Thesis Registration Form

0405U004160.pdf

Applicant for

Specialization

  • 05.01.01 - Прикладна геометрія, інженерна графіка

13-10-2005

Specialized Academic Board

К 18.819.02

Essay

The orthogonal and affine drawings of space Kn as generalization multivariate evklid’s spaces Еn are investigated in this thesis. The means of submission of varieties as models of the basic trigonometrical functions of complex argument and their use for formation of spheres of complex space are developed. Researches were spent for development of geometrical means of submission of direct and return functional dependences of complex parameters. Geometrical means of submission of the basic trigonometrical functions of complex argument are offered and their properties are investigated at various values of complex amplitude.

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Files

aref.doc

renkas-01_зміст.doc

renkas-02_вступ.doc

renkas-03_1_розділ.doc

renkas-04_2_розділ.doc

renkas-05_3_розділ.doc

renkas-06_4_розділ.doc

renkas-07_5_розділ.doc

renkas-08_висновки.doc

renkas-09_литература.doc

renkas-10_ДОДАТОК А.doc

renkas-11_ДОДАТОК Б.doc

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