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DEMONS^RATIO MATHEMATICAVol. XVIINo 21984Andrzej StuzalecSOME REMARKS ON PROJECTION METHODS1. IntroductionThe methods of projection usually make possible to r e construct any manifold from i t s views. For t h i s purpose aprojection from one centre onto one plane i s never s u f f i c i e n t *One needs projection methods consisting of several project i o n s . In t h i s paper we desoribe the system of projections,where the projection centre and projection plane have anydimensions. The analysis of t h i s paper contains theorems,which are true i n the spaoes constructed over any f i e l d andin whioh the spaoes have arbitrary dimension. In the f i r s tpart of the work the projective space w i l l be defined as ametric l a t t i c e , because i t i s well known n-dimensional proj e c t i v e space over any f i e l d i s a metric l a t t i c e (see [ 1 ] ) .D e f i n i t i o n1.The struoture <E,^,r>> w i
Demonstratio Mathematica – de Gruyter
Published: Apr 1, 1984
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