De-Sitter Düzleminde Üçgenler
Sitter düzlemindeki üçgen çeşitleri incelenip, bu üçgenlerin dejenere olmayanlarından olan ve tipindeki üçgenlerin alan formülleri dihedral açılar cinsinden elde edilmiştir.
Triangles In The De-Sitter Plane
The triangular varieties in the de-Sitter plane were investigated and the formulas of triangles of nondegenerateand type of triangles were obtained in terms of dihedral angles.
___
- Asmus, I., Duality Between Hyperbolic and de-Sitter Geometry, Cornell University, New York,
(2008) 1-32.
- O’neil, B., Semi-Riemannian Geometry, AcademicPress., London, (1983) 46-49, 54-57, 108-114,
143-144.
- Suarez-Peiro, E., A SchlafliDifferential Formula for Implices in Semi-Riemannian Hyperquadrics,
Gauss-Bonnet Formulas fo rSimplices in the de Sitter Sphere and the Dual Volume of a Hyperbolic
Simplex, Pasicif Journal of Mathematics, 194-1 (2000) 229.
- Karlığa, B., Edgematrix of hyperbolic simplices, Geom. Dedicata, 109 (2004) 1–6.
- Karlığa, B., Yakut, A.T., Vertexangles of a simplex in hyperbolic space
n H , Geom. Dedicata, 120
(2006) 49-58.