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( 0331261 Modern Euclidean Geometry)
Course Description :
Axiomatic systems: consistency, independence and completeness, finite projective geometry, a brief critique of Euclid, the postulates of connection, the measurement of distance, ruler postulate, order relations, plane-separation postulate, space-separation theorem, angles and angle measurement, protractor postulate, further properties of angles, triangles and polygons, congruence postulate, parallel postulate, similarity, Pythagorean theorem, theorems of Ceva and Menelous, Morley’s theorem, Erdös-Mordell theorem, circles, central and inscribed angles, cyclic quadrilaterals, Simson line, nine point circle, lines and planes in space.
Pre Request :
Credit Hour :
Department :
Mathematics
Program :
Course Level :
Bachelor
Course Outline :
Syllabus 0331261.pdf