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Proceedings Paper

Classification of algebraic complex surfaces
Author(s): Andrey A. Krylov; Vladimir M. Degtyarev
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Paper Abstract

With the help of algebraic equations it is possible to describe large variety of geometrical surfaces. The algebraic linear equation describes a plane. This equation at any value of factors has the real solution. The algebraic equation of the second degree describes 17 types of surfaces, from which one 5 types imaginery. How many types of a surface can be described by an equation by third and more degrees do not know. For operational use of the description of surfaces with the help of algebraic equations by third and more degrees are necessary for establishing classification of actual surfaces and to determine imaginary areas. In the given activity the methods for realization of such classification and attempt are offered to execute classification for surfaces of the third degree.

Paper Details

Date Published: 10 October 2003
PDF: 5 pages
Proc. SPIE 5127, Sixth International Workshop on Nondestructive Testing and Computer Simulations in Science and Engineering, (10 October 2003); doi: 10.1117/12.518092
Show Author Affiliations
Andrey A. Krylov, St. Petersburg State Univ. of Telecommunications (Russia)
Vladimir M. Degtyarev, St. Petersburg State Univ. of Telecommunications (Russia)


Published in SPIE Proceedings Vol. 5127:
Sixth International Workshop on Nondestructive Testing and Computer Simulations in Science and Engineering

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