Geometry III - NMUM503
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Extended affine space, homogeneous coordinates. Conics and quadrics. Introduction to axiomatic geometry.
Neeuclidean geometry.
Last update: Staněk Jakub, RNDr., Ph.D. (14.06.2019)
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Ústní zkoušení s písemnou přípravou. Last update: Šmíd Dalibor, Mgr., Ph.D. (13.10.2017)
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Brannan D., Esplen M., Gray J.: Geometry. 2nd ed. CUP, The Open University, 2012.
Sekanina M. a kol.: Geometrie II. SPN, Praha, 1988. Last update: Hromadová Jana, RNDr., Ph.D. (13.06.2019)
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Přednáška. Last update: Šmíd Dalibor, Mgr., Ph.D. (13.10.2017)
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1. Projective space. Definition and basic properties, homogeneous coordinates, colineation, quadrics and their polar properties.
2. Projective extension of Euclidean plane and space – definitions and basic properties, derived coordinate systems, affine and euclidean properties of conics and quadrics. Basic types of quadrics and their properties, classification.
3. Axiomatics of geometry, non-Euclidean geometry models. Last update: Hromadová Jana, RNDr., Ph.D. (13.06.2019)
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