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1. Bài báo trên Paul Yiu Forum Geometricorum
Papers in Paul Yiu Forum Geometricorum
Pedals on Circumradii and the Jerabek Center
The Arbelos and Nine Point Circles
Two Triads of Congruent Circles from Reflections
Two more Powerian pairs in the arbelos
Golden sections in a regular hexagon
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2. Tâm tam giác trên Clark Kimberling Encyclopedia of Triangle Centers
Triangle centers in Clark Kimberling Encyclopedia of Triangle Centers
Section: T and G Mappings - from X(3112) to X(3118)
Triangle Center X(3576)
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3. Cubics và đường cong khác trên Bernard Gibert Cubics in the Triangle Plane
Cubics and higher curves in Bernard Gibert Cubics in the Triangle Plane
Generalized Darboux and Lucas Cubics
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4. Đường tròn Ác si mét trên Floor van Lamoen Online catalogue of Archimedean circles
Archimedean circles in Floor van Lamoen Online catalogue of Archimedean circles
Các đường tròn từ 41 đến 46
Archimedean circle 41: Reflection of Triplet circle through O’
Archimedean circles 42a and 42b: QTB circles
Archimedean circle 43: Reflection of (A16) through M
Archimedean circles 44a and 44b: First QTB Powerian pair
Archimedean circles 45a and 45b: Second QTB Powerian pair
Archimedean circles 46a, 46b, 46c, 46d: The Common tangent quadruple
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5. Kết quả trên Alexander Bogomolny Cut The Knot
Results in Alexander Bogomolny Cut The Knot
An Extension of van Schooten’s Theorem
Tangent Circles in a Parallelogram
Golden Ratio in an Irregular Pentagon
Golden Ratio in an Irregular Pentagon, Construction I
Three Congruent Circles by Reflection
Three Congruent Circles by Reflection II
Two Congruent Circles by Reflection
Three Congruent Circles by Reflection III
Concyclic Points in Equilateral Bumps
A Property Of Centrally Symmetric Hexagons
Six Circles Theorem (Bui Quang Tuan)
Two Triplets Of Concurrent Circles
The Broken Chord Theorem: Proof by Bui Quang Tuan
Pythagoras’ From Broken Chords
Touching Circles With Given Centers II
Golden Section in Two Equilateral Triangles
Golden Section in Two Equilateral Triangles II
A Proof of the Pythagorean Theorem with Orthocenter and Right Isosceles Triangles
A Newly Born Pair of Siblings to Archimedes’ Twins
Integers With Digits 1 and 2 and Residues Modulo Powers of 2
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6. Thành viên các FORUM Toán Học:
Member of Mathematical FORUMS:
+ Hyacinthos Group từ February 22, 2006
+ CTK Exchange Forums từ June 23, 2007
+ MathLinks Forum từ August 04, 2008
