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Orthocentric system
The Stammler Circles
Properties of Orthocenter of a Triangle
Orthocenters of Triangles in the N-Dimensional Space
Steiner's Theorems on the Complete Quadrilateral
ON the FEUERBACH-SPHERES of an ORTHOCENTI%IC SIMPLEX by E. EGEI~VARY (Budapest), Member of the Academy
Triangle Centres
The Secrets of Triangles: a Mathematical Journey
Arxiv:Math/0508080V1 [Math.MG] 3 Aug 2005
A Basic Assumptions
Orthocentre of a Triangle Properties
Orthocenter of a Triangle Worksheet
Geometry of Minkowski Planes and Spaces – Selected Topics
Jeno Egervary a Great Personality of the Hungarian Mathematical School P
On Concurrence of Nine Euler Lines on the Morley's
On Orthocentric Systems in Strictly Convex Normed Planes
Study on the Properties of Circumscribed Ellipses of Convex Quadrilaterals
Symbolic Substitution Has a Geometric Meaning
Midpoint of Symmedian Chord
Top View
Orthocenters of Triangles in the N-Dimensional Space
Thomson Triangle Bernard Gibert
Euclidean Plane and Its Relatives
The Feuerbach Circle and Orthocentricity in Normed Planes
Iterative Processes Generating Dense Point Sets
Euclidean, Spherical and Hyperbolic Trigonometry 11
On the Geometry of a Triangle in the Elliptic and in the Extended Hyperbolic Plane 3