Classification of Quadrics in Double Isotropic Space (CROSBI ID 105697)
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Beban-Brkić, Jelena
engleski
Classification of Quadrics in Double Isotropic Space
This paper gives the classification of second order surfaces in double isotropic space (I_3)^(2)Although quadrics in (I_3)^(2) have been investigated earlier [e.g. 8 or 9], this paper offers a new method based on Linear Algebra. The definition of invariants of a quadric with respect to the group of motions in (I_3)^(2) makes it possible to determine the type of a quadric without reducing its equation to canonical form. For that purpose isometric properties of conics in the isotropic plane and affine properties of quadrics are used.
quadrics; plane isotropic geometry; geometry of the double isotropic space
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