GEOMETRIA SUPRAFEŢELOR ÎN SPAŢIUL MINKOWSKI 3–DIMENSIONAL 3 R1 FOLOSIND MATLAB

Alina-Mihaela PATRICIU Universitatea „Vasile Alecsandri” din Bacău

Abstract

In this article we present a case that shows the utility of Matlab language in studying the geometry of surfaces in 3–dimensional Minkowski space 31 R . In some cases, for example, for different parameterizations of surfaces, the computations become cumbersome or even impossible and in this point appear MATLAB’s usefulness. To exemplify such situations, in this paper is presented a sequence from the program used to obtain various elements of the geometry of such surfaces.