Recent Advances in Geometric Inequalities |
Other editions - View all
Recent Advances in Geometric Inequalities Dragoslav S. Mitrinovic,J. Pecaric,V. Volenec Limited preview - 2013 |
Recent Advances in Geometric Inequalities Dragoslav S. Mitrinovic,J. Pecaric,V. Volenec No preview available - 2011 |
Recent Advances in Geometric Inequalities Dragoslav S. Mitrinovic,J. Pecaric,V. Volenec No preview available - 2014 |
Common terms and phrases
A₁ ABCD acute triangles Amer angles Aufgabe B₁ Bager Beograd Bottema Bucharest C₁ circle circumcircle circumradius circumscribed concave function convex function cosec cotan Crux Math D. M. Milošević denote edges Elektrotehn Elem Equality holds equality iff equilateral equivalent Fejes Tóth following inequality following result Garfunkel Geometric Inequalities given hypersphere I. M. Jaglom Ibid incentre inequality is valid inradius inscribed Janous M. S. Klamkin Mascioni Matematika Monthly n-gon n+1 F n+1 n+1 necessary and sufficient obtain Oppenheim pedal triangle plane polygon Problem Proof Publ quadrilateral R₁ radius real numbers Remark respectively result from SM sides simplex škole Sofija sufficient condition tetrahedron Theorem triangle ABC Triangle Inequalities Tsintsifas Univ vertices Vesnik λ λ Σα Ση Σχ
References to this book
Algorithmic Algebra and Logic: Proceedings of the A3L 2005, April 3 - 6 ... Volker Weispfenning No preview available - 2005 |