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Vyučující
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Obsah předmětu
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1. Affine mappings - definition, properties, invariants - the Affine group - equations of affinities - a classification of affinities 2. Mappings of Euclidean spaces - isometries of Euclidean spaces - similarities of Euclidean spaces - equations of mappings - classification of isometries of 1D and 2D Euclidean spaces 3. Conic sections - definition, properties - classification - transformation of conic sections
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Studijní aktivity a metody výuky
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nespecifikováno
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Výstupy z učení
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The student will gain a basic idea of mappings of affine and Euclidean spaces. The course concludes with a brief introduction to the theory of conic sections.
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Předpoklady
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nespecifikováno
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Hodnoticí metody a kritéria
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nespecifikováno
This course is suitable for students at least a second year of study of a bachelor degree. It is expected that the student has completed a course of linear algebra (undergraduate level) or analytic geometry (undergraduate level).
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Doporučená literatura
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