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Last update: G_M (09.10.2001)
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Last update: T_KDM (19.05.2008)
This course helps to obtain theoretical background for teaching mathematics at high school.
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Last update: T_KDM (13.05.2008)
M. Sekanina a kol., Geometrie I, II, Státní pedagogické nakladatelství Praha 1986, 1988. J. Janyška, A. Sekaninová; Analytická teorie kuželoseček a kvadrik, Masarykova univerzita v Brně, 2001 M. Lávička:Geometrie 2; pomocný učební text - ZČU Plzeň, 2004, http://home.zcu.cz/~lavicka/subjects/G2/texty/G2_text.pdf
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Last update: T_KDM (20.05.2008)
Lectures and exercises. |
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Last update: T_KDM (13.05.2008)
1. Basic properties of projective space. Definition of a projective space over R and C, linear objects, duality, corelation.
2. Classifications of quadrics in a projective space. Definition of a quadric in projective space, inertia theorem, nullity space of a quadric, classification of quadrics especially for n = 2, 3.
3. Desargues, Pappos and Pascal theorem. |